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 "cells": [
  {
   "cell_type": "code",
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   "source": [
    "import pandas as pd\n",
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.animation as animation\n",
    "import cartopy.feature as cfeat\n",
    "import cartopy.crs as ccrs\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
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       "      <th></th>\n",
       "      <th>lat</th>\n",
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       "           lat     lon  nv       time  time_bnds  lat_bnds  lon_bnds    precip\n",
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       "\n",
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     },
     "execution_count": 16,
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   ],
   "source": [
    "ds = xr.open_mfdataset(\"/home/satyam/Documents/Thesis_Work/Data1/precip.mon.mean.nc\")\n",
    "# If required as pandas dataframe\n",
    "df = ds.to_dataframe().reset_index()\n",
    "df = df[(df[\"time\"] >= pd.to_datetime(\"1993-01-01\")) & (df[\"time\"] < pd.to_datetime(\"2002-12-31\"))]\n",
    "df = df[(df[\"lon\"] > 30) & (df[\"lon\"] < 120) & (df[\"lat\"] > 0) & (df[\"lat\"] < 45)]\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
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   "source": [
    "def make_figure():\n",
    "    fig = plt.figure(figsize=(20, 10))\n",
    "    ax = fig.add_subplot(1, 1, 1, projection=ccrs.PlateCarree())\n",
    "\n",
    "    # generate a basemap with country borders, oceans and coastlines\n",
    "    ax.add_feature(cfeat.LAND)\n",
    "    ax.add_feature(cfeat.OCEAN)\n",
    "    ax.add_feature(cfeat.COASTLINE)\n",
    "    ax.add_feature(cfeat.BORDERS, linestyle='dotted')\n",
    "    return fig, ax"
   ]
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  {
   "cell_type": "code",
   "execution_count": 18,
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       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (lat: 72, lon: 144, nv: 2, time: 120)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "  * lon        (lon) float32 1.25 3.75 6.25 8.75 ... 351.25 353.75 356.25 358.75\n",
       "  * time       (time) datetime64[ns] 1993-01-01 1993-02-01 ... 2002-12-01\n",
       "Dimensions without coordinates: nv\n",
       "Data variables:\n",
       "    time_bnds  (time, nv) datetime64[ns] dask.array&lt;chunksize=(120, 2), meta=np.ndarray&gt;\n",
       "    lat_bnds   (lat, nv) float32 dask.array&lt;chunksize=(72, 2), meta=np.ndarray&gt;\n",
       "    lon_bnds   (lon, nv) float32 dask.array&lt;chunksize=(144, 2), meta=np.ndarray&gt;\n",
       "    precip     (time, lat, lon) float32 dask.array&lt;chunksize=(120, 72, 144), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    Conventions:           CF-1.0\n",
       "    curator:               Dr. Jian-Jian Wang\\nESSIC, University of Maryland ...\n",
       "    citation:              Adler, R.F., G.J. Huffman, A. Chang, R. Ferraro, P...\n",
       "    title:                 GPCP Version 2.3 Combined Precipitation Dataset (F...\n",
       "    platform:              NOAA POES (Polar Orbiting Environmental Satellites)\n",
       "    source_obs:            CDR RSS SSMI/SSMIS Tbs over ocean \\nCDR SSMI/SSMIS...\n",
       "    documentation:         http://www.esrl.noaa.gov/psd/data/gridded/data.gpc...\n",
       "    version:               V2.3\n",
       "    Acknowledgement:       \\n\n",
       "    contributor_name:      Robert Adler    University of Maryland \\nGeorge Hu...\n",
       "    dataset_title:         Global Precipitation Climatology Project (GPCP) Mo...\n",
       "    description:           https://data.nodc.noaa.gov/cgi-bin/iso?id=gov.noaa...\n",
       "    source:                https://www.ncei.noaa.gov/data/global-precipitatio...\n",
       "    source_documentation:  https://www.ncdc.noaa.gov/cdr/atmospheric/precipit...\n",
       "    NCO:                   4.6.9\n",
       "    history:               Generated at NOAA/ESRL PSD Sep 9 2016 based on dat...\n",
       "    References:            http://www.psl.noaa.gov/data/gridded/data.gpcp.html\n",
       "    data_comment:          Interim data covers 2020/05 through latest.</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-39b97d57-6407-4fd3-9c2f-7bc855e751da' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-39b97d57-6407-4fd3-9c2f-7bc855e751da' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 72</li><li><span class='xr-has-index'>lon</span>: 144</li><li><span>nv</span>: 2</li><li><span class='xr-has-index'>time</span>: 120</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-935af547-d346-41a1-8eac-4ed8dba68cbf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-935af547-d346-41a1-8eac-4ed8dba68cbf' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-88.75 -86.25 ... 86.25 88.75</div><input id='attrs-9179a7e0-6be5-4f33-bb73-ee0d2c0571ee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9179a7e0-6be5-4f33-bb73-ee0d2c0571ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31be8000-d198-45f4-8954-5acca2ae15a9' class='xr-var-data-in' type='checkbox'><label for='data-31be8000-d198-45f4-8954-5acca2ae15a9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.75 -88.75]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-88.75, -86.25, -83.75, -81.25, -78.75, -76.25, -73.75, -71.25, -68.75,\n",
       "       -66.25, -63.75, -61.25, -58.75, -56.25, -53.75, -51.25, -48.75, -46.25,\n",
       "       -43.75, -41.25, -38.75, -36.25, -33.75, -31.25, -28.75, -26.25, -23.75,\n",
       "       -21.25, -18.75, -16.25, -13.75, -11.25,  -8.75,  -6.25,  -3.75,  -1.25,\n",
       "         1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.25 3.75 6.25 ... 356.25 358.75</div><input id='attrs-f7524dc8-8677-487b-9880-1c5e751531be' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7524dc8-8677-487b-9880-1c5e751531be' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96aac24b-7ede-4482-a0c0-b55bdf6b2944' class='xr-var-data-in' type='checkbox'><label for='data-96aac24b-7ede-4482-a0c0-b55bdf6b2944' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  1.25 358.75]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([  1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75,\n",
       "        91.25,  93.75,  96.25,  98.75, 101.25, 103.75, 106.25, 108.75, 111.25,\n",
       "       113.75, 116.25, 118.75, 121.25, 123.75, 126.25, 128.75, 131.25, 133.75,\n",
       "       136.25, 138.75, 141.25, 143.75, 146.25, 148.75, 151.25, 153.75, 156.25,\n",
       "       158.75, 161.25, 163.75, 166.25, 168.75, 171.25, 173.75, 176.25, 178.75,\n",
       "       181.25, 183.75, 186.25, 188.75, 191.25, 193.75, 196.25, 198.75, 201.25,\n",
       "       203.75, 206.25, 208.75, 211.25, 213.75, 216.25, 218.75, 221.25, 223.75,\n",
       "       226.25, 228.75, 231.25, 233.75, 236.25, 238.75, 241.25, 243.75, 246.25,\n",
       "       248.75, 251.25, 253.75, 256.25, 258.75, 261.25, 263.75, 266.25, 268.75,\n",
       "       271.25, 273.75, 276.25, 278.75, 281.25, 283.75, 286.25, 288.75, 291.25,\n",
       "       293.75, 296.25, 298.75, 301.25, 303.75, 306.25, 308.75, 311.25, 313.75,\n",
       "       316.25, 318.75, 321.25, 323.75, 326.25, 328.75, 331.25, 333.75, 336.25,\n",
       "       338.75, 341.25, 343.75, 346.25, 348.75, 351.25, 353.75, 356.25, 358.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1993-01-01 ... 2002-12-01</div><input id='attrs-a06ebe27-6a34-444b-9d3b-4243b8fbb8b6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a06ebe27-6a34-444b-9d3b-4243b8fbb8b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3355bcb2-6d96-4e92-9c35-4b13d751efcf' class='xr-var-data-in' type='checkbox'><label for='data-3355bcb2-6d96-4e92-9c35-4b13d751efcf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>avg_period :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>actual_range :</span></dt><dd>[65378. 80505.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1993-01-01T00:00:00.000000000&#x27;, &#x27;1993-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-03-01T00:00:00.000000000&#x27;, &#x27;1993-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-05-01T00:00:00.000000000&#x27;, &#x27;1993-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-07-01T00:00:00.000000000&#x27;, &#x27;1993-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-09-01T00:00:00.000000000&#x27;, &#x27;1993-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-11-01T00:00:00.000000000&#x27;, &#x27;1993-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1994-01-01T00:00:00.000000000&#x27;, &#x27;1994-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1994-03-01T00:00:00.000000000&#x27;, &#x27;1994-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1994-05-01T00:00:00.000000000&#x27;, &#x27;1994-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1994-07-01T00:00:00.000000000&#x27;, &#x27;1994-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1994-09-01T00:00:00.000000000&#x27;, &#x27;1994-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1994-11-01T00:00:00.000000000&#x27;, &#x27;1994-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1995-01-01T00:00:00.000000000&#x27;, &#x27;1995-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1995-03-01T00:00:00.000000000&#x27;, &#x27;1995-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1995-05-01T00:00:00.000000000&#x27;, &#x27;1995-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1995-07-01T00:00:00.000000000&#x27;, &#x27;1995-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1995-09-01T00:00:00.000000000&#x27;, &#x27;1995-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1995-11-01T00:00:00.000000000&#x27;, &#x27;1995-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1996-01-01T00:00:00.000000000&#x27;, &#x27;1996-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1996-03-01T00:00:00.000000000&#x27;, &#x27;1996-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1996-05-01T00:00:00.000000000&#x27;, &#x27;1996-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1996-07-01T00:00:00.000000000&#x27;, &#x27;1996-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1996-09-01T00:00:00.000000000&#x27;, &#x27;1996-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1996-11-01T00:00:00.000000000&#x27;, &#x27;1996-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1997-01-01T00:00:00.000000000&#x27;, &#x27;1997-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1997-03-01T00:00:00.000000000&#x27;, &#x27;1997-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1997-05-01T00:00:00.000000000&#x27;, &#x27;1997-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1997-07-01T00:00:00.000000000&#x27;, &#x27;1997-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1997-09-01T00:00:00.000000000&#x27;, &#x27;1997-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1997-11-01T00:00:00.000000000&#x27;, &#x27;1997-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1998-01-01T00:00:00.000000000&#x27;, &#x27;1998-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1998-03-01T00:00:00.000000000&#x27;, &#x27;1998-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1998-05-01T00:00:00.000000000&#x27;, &#x27;1998-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1998-07-01T00:00:00.000000000&#x27;, &#x27;1998-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1998-09-01T00:00:00.000000000&#x27;, &#x27;1998-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1998-11-01T00:00:00.000000000&#x27;, &#x27;1998-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1999-01-01T00:00:00.000000000&#x27;, &#x27;1999-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1999-03-01T00:00:00.000000000&#x27;, &#x27;1999-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1999-05-01T00:00:00.000000000&#x27;, &#x27;1999-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1999-07-01T00:00:00.000000000&#x27;, &#x27;1999-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1999-09-01T00:00:00.000000000&#x27;, &#x27;1999-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1999-11-01T00:00:00.000000000&#x27;, &#x27;1999-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-01-01T00:00:00.000000000&#x27;, &#x27;2000-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-03-01T00:00:00.000000000&#x27;, &#x27;2000-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-05-01T00:00:00.000000000&#x27;, &#x27;2000-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-07-01T00:00:00.000000000&#x27;, &#x27;2000-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-09-01T00:00:00.000000000&#x27;, &#x27;2000-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-11-01T00:00:00.000000000&#x27;, &#x27;2000-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2001-01-01T00:00:00.000000000&#x27;, &#x27;2001-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2001-03-01T00:00:00.000000000&#x27;, &#x27;2001-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2001-05-01T00:00:00.000000000&#x27;, &#x27;2001-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2001-07-01T00:00:00.000000000&#x27;, &#x27;2001-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2001-09-01T00:00:00.000000000&#x27;, &#x27;2001-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2001-11-01T00:00:00.000000000&#x27;, &#x27;2001-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-01-01T00:00:00.000000000&#x27;, &#x27;2002-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-03-01T00:00:00.000000000&#x27;, &#x27;2002-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-05-01T00:00:00.000000000&#x27;, &#x27;2002-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-07-01T00:00:00.000000000&#x27;, &#x27;2002-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-09-01T00:00:00.000000000&#x27;, &#x27;2002-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-11-01T00:00:00.000000000&#x27;, &#x27;2002-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-41f9fae8-090e-4896-9e98-c4b7e4d83bbe' class='xr-section-summary-in' type='checkbox'  checked><label for='section-41f9fae8-090e-4896-9e98-c4b7e4d83bbe' class='xr-section-summary' >Data variables: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time_bnds</span></div><div class='xr-var-dims'>(time, nv)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(120, 2), meta=np.ndarray&gt;</div><input id='attrs-7ca9da5b-4032-40ae-ad46-341adb709caa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ca9da5b-4032-40ae-ad46-341adb709caa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e1d73b01-9455-499d-a26d-02c51a2127ab' class='xr-var-data-in' type='checkbox'><label for='data-e1d73b01-9455-499d-a26d-02c51a2127ab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>comment :</span></dt><dd>time bounds for each time value</dd></dl></div><div class='xr-var-data'><table>\n",
       "<tr>\n",
       "<td>\n",
       "<table>\n",
       "  <thead>\n",
       "    <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_bnds</span></div><div class='xr-var-dims'>(lat, nv)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(72, 2), meta=np.ndarray&gt;</div><input id='attrs-1f9437cb-3a7e-4d6b-8254-0bafd56e3fd0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1f9437cb-3a7e-4d6b-8254-0bafd56e3fd0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-28a6806b-f7ec-478f-b032-a436562629b6' class='xr-var-data-in' type='checkbox'><label for='data-28a6806b-f7ec-478f-b032-a436562629b6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>comment :</span></dt><dd>latitude values at the north and south bounds of each pixel.</dd></dl></div><div class='xr-var-data'><table>\n",
       "<tr>\n",
       "<td>\n",
       "<table>\n",
       "  <thead>\n",
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       "  <tbody>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>precip</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(120, 72, 144), meta=np.ndarray&gt;</div><input id='attrs-85674186-ee02-4ccd-a7c6-ce7fad56a10b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-85674186-ee02-4ccd-a7c6-ce7fad56a10b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ee695aca-2e94-4957-b327-21098a896e1b' class='xr-var-data-in' type='checkbox'><label for='data-ee695aca-2e94-4957-b327-21098a896e1b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Average Monthly Rate of Precipitation</dd><dt><span>valid_range :</span></dt><dd>[  0. 100.]</dd><dt><span>units :</span></dt><dd>mm/day</dd><dt><span>precision :</span></dt><dd>32767</dd><dt><span>var_desc :</span></dt><dd>Precipitation</dd><dt><span>dataset :</span></dt><dd>GPCP Version 2.3 Combined Precipitation Dataset</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Mean</dd><dt><span>actual_range :</span></dt><dd>[ 0.     47.3274]</dd></dl></div><div class='xr-var-data'><table>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-6a64b6a3-1319-42e5-b3b6-96746492f48e' class='xr-section-summary-in' type='checkbox'  ><label for='section-6a64b6a3-1319-42e5-b3b6-96746492f48e' class='xr-section-summary' >Attributes: <span>(18)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.0</dd><dt><span>curator :</span></dt><dd>Dr. Jian-Jian Wang\n",
       "ESSIC, University of Maryland College Park\n",
       "College Park, MD  20742  USA\n",
       "Phone: +1 301-405-4887</dd><dt><span>citation :</span></dt><dd>Adler, R.F., G.J. Huffman, A. Chang, R. Ferraro, P. Xie, J. Janowiak, B. \n",
       "Rudolf, U. Schneider, S. Curtis, D. Bolvin, A. Gruber, J. Susskind, P. \n",
       "Arkin, 2003: The Version 2 Global Precipitation Climatology Project \n",
       "(GPCP) Monthly Precipitation Analysis (1979 - Present). J. Hydrometeor., \n",
       "4(6), 1147-1167.</dd><dt><span>title :</span></dt><dd>GPCP Version 2.3 Combined Precipitation Dataset (Final)</dd><dt><span>platform :</span></dt><dd>NOAA POES (Polar Orbiting Environmental Satellites)</dd><dt><span>source_obs :</span></dt><dd>CDR RSS SSMI/SSMIS Tbs over ocean \n",
       "CDR SSMI/SSMIS rainrates over land (Ferraro) \n",
       "Geo-IR (Xie) calibrated by SSMI/SSMIS rainrates for sampling \n",
       "TOVS/AIRS empirical precipitation estimates at higher latitudes \n",
       "(ocean and land) \n",
       "GPCC gauge analysis to bias correct satellite estimates over land and \n",
       "merge with satellite based on sampling \n",
       "OLR Precipitation Index (OPI) (Xie) used for period before 1988</dd><dt><span>documentation :</span></dt><dd>http://www.esrl.noaa.gov/psd/data/gridded/data.gpcp.html</dd><dt><span>version :</span></dt><dd>V2.3</dd><dt><span>Acknowledgement :</span></dt><dd>\n",
       "</dd><dt><span>contributor_name :</span></dt><dd>Robert Adler    University of Maryland \n",
       "George Huffman  NASA Goddard Space Flight Center \n",
       "David Bolvin    NASA Goddard Space Flight Center/SSAI \n",
       "Eric Nelkin     NASA Goddard Space Flight Center/SSAI \n",
       "Udo Schneider   GPCC, Deutscher Wetterdienst \n",
       "Andreas Becker  GPCC, Deutscher Wetterdienst \n",
       "Long Chiu       George Mason University \n",
       "Mathew Sapiano  University of Maryland \n",
       "Pingping Xie    Climate Prediction Center, NWS, NOAA \n",
       "Ralph Ferraro   NESDIS, NOAA \n",
       "Jian-Jian Wang  University of Maryland \n",
       "Guojun Gu       University of Maryland</dd><dt><span>dataset_title :</span></dt><dd>Global Precipitation Climatology Project (GPCP) Monthly Analysis Product</dd><dt><span>description :</span></dt><dd>https://data.nodc.noaa.gov/cgi-bin/iso?id=gov.noaa.ncdc:C00970</dd><dt><span>source :</span></dt><dd>https://www.ncei.noaa.gov/data/global-precipitation-climatology-project-gpcp-monthly/access/</dd><dt><span>source_documentation :</span></dt><dd>https://www.ncdc.noaa.gov/cdr/atmospheric/precipitation-gpcp-monthly</dd><dt><span>NCO :</span></dt><dd>4.6.9</dd><dt><span>history :</span></dt><dd>Generated at NOAA/ESRL PSD Sep 9 2016 based on data from source \n",
       "and stored in single netCDF4 file</dd><dt><span>References :</span></dt><dd>http://www.psl.noaa.gov/data/gridded/data.gpcp.html</dd><dt><span>data_comment :</span></dt><dd>Interim data covers 2020/05 through latest.</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (lat: 72, lon: 144, nv: 2, time: 120)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "  * lon        (lon) float32 1.25 3.75 6.25 8.75 ... 351.25 353.75 356.25 358.75\n",
       "  * time       (time) datetime64[ns] 1993-01-01 1993-02-01 ... 2002-12-01\n",
       "Dimensions without coordinates: nv\n",
       "Data variables:\n",
       "    time_bnds  (time, nv) datetime64[ns] dask.array<chunksize=(120, 2), meta=np.ndarray>\n",
       "    lat_bnds   (lat, nv) float32 dask.array<chunksize=(72, 2), meta=np.ndarray>\n",
       "    lon_bnds   (lon, nv) float32 dask.array<chunksize=(144, 2), meta=np.ndarray>\n",
       "    precip     (time, lat, lon) float32 dask.array<chunksize=(120, 72, 144), meta=np.ndarray>\n",
       "Attributes:\n",
       "    Conventions:           CF-1.0\n",
       "    curator:               Dr. Jian-Jian Wang\\nESSIC, University of Maryland ...\n",
       "    citation:              Adler, R.F., G.J. Huffman, A. Chang, R. Ferraro, P...\n",
       "    title:                 GPCP Version 2.3 Combined Precipitation Dataset (F...\n",
       "    platform:              NOAA POES (Polar Orbiting Environmental Satellites)\n",
       "    source_obs:            CDR RSS SSMI/SSMIS Tbs over ocean \\nCDR SSMI/SSMIS...\n",
       "    documentation:         http://www.esrl.noaa.gov/psd/data/gridded/data.gpc...\n",
       "    version:               V2.3\n",
       "    Acknowledgement:       \\n\n",
       "    contributor_name:      Robert Adler    University of Maryland \\nGeorge Hu...\n",
       "    dataset_title:         Global Precipitation Climatology Project (GPCP) Mo...\n",
       "    description:           https://data.nodc.noaa.gov/cgi-bin/iso?id=gov.noaa...\n",
       "    source:                https://www.ncei.noaa.gov/data/global-precipitatio...\n",
       "    source_documentation:  https://www.ncdc.noaa.gov/cdr/atmospheric/precipit...\n",
       "    NCO:                   4.6.9\n",
       "    history:               Generated at NOAA/ESRL PSD Sep 9 2016 based on dat...\n",
       "    References:            http://www.psl.noaa.gov/data/gridded/data.gpcp.html\n",
       "    data_comment:          Interim data covers 2020/05 through latest."
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Selecting 10 years data from 1993 - 2002\n",
    "\n",
    "area = ds.sel(time = slice(\"1993-01-01\" , \"2002-12-31\"))\n",
    "area"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f1a94f39100>"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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44Ofnh5+vH35+fvj6Od47/vb1w9+/83B//Px88fM9ctqgwCD6pqSQlp5BSloaaekZJCYm4+vre6I3ixBCCCHEsZOcBV6RYIEQvVxrayvlZWWUl5VSUVFOU2MjzS3NNDc10dzcjMlkwt7ejs1mo/3Qu72d9vZ2fHx8GDRoMMHBwTQ3N9PS0kJLczMtLc3O/5tpb28nMDCQoMAgAgIDCQpyvgcGERgUSGBgIIGBQY73oKCOaQMDAzumDw4KJiw8nIjISMLDI4iIiCAyMor4hIRT6oJVVVUqKsrZvWsHeXm7yNu5g915u2hqbMTX1xcfX1/HBbqv788vPz9sNhvlpSVMPG0Ks2bPJT0jw7kNHdso0PkKCHC8+/sHoKoqNpvN8Wq30e78u83a5tiHh41rt7X/PH2n4VabjVajkYryMlZ89w2lJcWUl5ZSX19Hcp++pKWlk5KWTlp6Oqmp6aRnZJCamk5CYiI+Gk19hRBCCCHEqU+CBUKcoqxWK5s3bWTTxvUAhISEEhYWxohRo8nK6ofRaOQvf/4jH77/Ln37ppCSmkbflL5ERUUTERlJwoCBREREEBQc7Ljb3OlC9tBFrc1qJW/XTqxWK5lZ/QiPiCAiPILwiIiOv319fbFYLJjNZtraHO9ms5k2iwWzxdwxzmI2Y2lz3C0/NL6pqZE2i4XW1taOQMShQEZTUyMtzc1kZGbRLzubftn9mTP3LCZMOu0Eb/mutm7exDv/e4O8XTvJy9tJSHAIg3Nzyckdyqwz5nDrn+4gNjaO9vZ2RxDGGZRp7xSgQYWBg3MICgrqsuwTmbPAZDJTUV5GWWlJx2vZV0soLy2luLgQg15PSmoaqWlpPPDwowwZOky7UkIIIYQQ4pQjwQIhTjI2m43GxkbHxbXFgl7fQl1tLXV1tdTW1lJXW8v2bVtZv24NmVn9GD9hIr6+vrS2ttLU1MQ9d9+Br48viqIwbcZMSipr0Ol0Xtdn+szTvZ73WBIcqqrK3j27+WLRp3y+6FMWf76IivLyI4IFVqsVvV6PQa/HYNB3/G00GrBarR3LOvRCdfyv0+mYeNoUoqKiOpZVVVnJls0b2bJ5E1s2byRv107i4uLJ7j+A/gMG0r//ALIHDKRfdn9CQ3U0NTUxffI4br71T9x97/3k5AwhJjbW8wSHPZhEDuDN116htdVISEgoVqsVq7UNo8GIwaDHaDCgNzi2kcVsJjo2lrCwcEcA41Agw95Ou629o4WJ3Rnc0OtbHMEhs5mU1DRGjhrNiFFj6Ns3pWdXQAghhBCipyiKJDj0kuIuy/LIUaPVn9ZtOo7VOTrNLKJeZC/VWnVPk0J78wSMx8vqJY/ZeHp380T2WNGTvT0cbVGPPPwAq1etpLysjKqqSnQ6HUHBwQQGBKILCyM2No7YuDhiY2OJi4tj8OBcJk2eQnR09BGLV1WV/P37aWioZ/yEidqZuHtom3v7CFhDQwMF+fupramhrs4RDKmpqaG+to7i4iJ25+0kLDycwYNzCQoOIjQ0FF1YOI0N9VRWVFJZUU5tbQ02m42wsDB0ujB0YY5XmC6MUJ0Of3//jp4lFEVxvJzr19jYwPp1a8jJHUp0TAxbNm/EarUyctRoRo4aw8jRoxkyZBj19XXs37eX/fv2kb9/L/v27qWwIB+73Y7Vaj0iu/YZc89kwcKrmXPm2QQEBHRr23r8WTtKBuu05DgaGxo8W2Ynh1oM2Gw2CvPzqaur7TL+7w8+wo233Ia/v3/Xop2rZ7PZaKivp76+jvq6Wurq6mmor6Ourpb6unpampsI1emIjIwkPCKSyKgoIiOjOh4/GZyTQ2Bg4BH1aneXor4Hucpy3qPHg+OgpwJQ7r7fWp9nrXk8zeTvDYvNdQ8KmsngPeypAKBdY6RVo2w/X9cnqBqD3fbEEOjn2cmuZo8EGotxd/z3tGcdTcfvp7XberKnFc0yPPy+uF3WcThRPRl7DNPiaSs8b7Z5Ty7L0zKOh5AAZbOqqqNPXA1+WT5R6WrgtL8dl7LMi37Xq7alBAs8mEWCBcdOggWdBjnvdPv4+JCZlkxjQwM33nwL8xcsZNCgwZrdJ3Zz8Z3K0ZrnxAQL/vPE49xz951HDE9KTubmW24jNjaOlJRUcoYMJSoqir17djNhzHAmTDyN2XPm0qdvX/r06UufvinExycQHBzsclt15+TBZDLx4w+rMOj1jBg1mtS0tG5vd7PZjL6lheaWZirLy/lyyRe8/ebrGAwGAM6/4ELeevfDrnU6TsECcOSqaGtrI8iZJ0KrbJtdxWg0UllRTmVFORXO98qKCvz8/BwtKpyvoKBgFs6/mHVrfuLh/3uc4OBgCgvyKSkucgYC6qivr0Pf0kJkVBSxsXFEx8QQExtHTEwsMc6/w8MjaG010tTU6HzkpInmpkaam5uoqanB38+PN9/5gOz+A7rUVYIF3SfBgq4kWHDYcAkWdCHBAleznDonnhIsOHa/imDB9HuPS1nmz37bq7alPIYgxC/IZrOxb+9exo4cCkBISAgAbW2OJHQhISFcdMk8Xn/zHUqKi1i9ehXnnnUGSUnJ/OWuezjz7HN6VRI5q9VK6GGPROQOGcrUadOZPWcuVquNrZs38fmiT9mxbSvV1QcJCAggKSmZiadN5o+339Fl3mM9mQkODmbW7DmA5xeDQUFBBAUFERcfT79+2UydPoN//fupY6pPTwoJCen4vAFuz6pDQ0M7AgJadm7fxtlzRqBvaSExMYmlSz4nMyubfv2yGTt+IvHx8cTExhITE0tkVFSXxJTaF2Qq1QcPsjtvJ3t257E7bxcGvYHt27bw1BOP8ewLr3i62kJ0myOxaCmRUdFEdnocSZycDAYDa376gd27dlFaVsKBqkqqqqo4UFVJU2Mjw0eMYsq06UyZNp2x4yYckQNGCCGE56RlgQezSMuCY/draVlgsVh49eUXefqpJwgMCKSpuYm62lo2b8ujb0oKAQEB+Pv7U1tby5tvvMqrL79IfHwCw4ePoE9KCvV19Sz/eik11dUMHzGSYcNHMGz4CAYMGIiqqs7n0K3YbLaOv602x/++vr6E6cIICw93NMsPDSMyKuqIvAXHo2VBWWkpH334Hnm7dpG3ayeFBfmkpWcwfsJE4hMSsNvt7Nu7l61bNmE0GBg+YhQjRo1ixIhRDBs+kuQ+fQgKCvKqrp7eaTged46PZ8uC7s5j6+bderPZTMH+faRlZBIWFua66KNs86qqSpYvW8qevF0dAQKAwTm5DM4ZwsDBOQzOySUnJ5fw8PAjliMtC9wzGo3U1lRTU1NN9cFqLGYzWdnZZPcfSGhoKGazmZ9+WMWmjeuJjIwiITGJxMREEpOSSUhMIjg4+IhlnkotCwoL8rnumiupr6ujoaEOg17fMW7AoMHY29uJjYtn5uw5LF70Cfv37iE6JpbKivKO6ebNv5L/PPeKtCxwNe44tyywWq1s2rCelStXsHLFd+zYvpURI0czfMRI0tIzSE5OJim5D0nJfQgLD2fzpg2s+n4Fq1d+z949eYyfOImrrvkdc886Bz8/9/fGpGWBq1lOnRNPaVlw7H4NLQuCZtx3XMoyfXptr9qWEizwYBYJFhy7X0OwYPOmjfzu6oWkpqdz3/0PMnLU6KOeHLW3t7Nq5ffk799HWVkp5WVllJaWUFJcRFNTE2FhYfj5+ROqC6X64EFMJpPb5UVERNDc3Nzxf3RMDPsKy7vcafklgwX79+3jiccfZemSL7jokksZNXoMOblDiI2L49WXX+S1V15i0OAcRo8ew/CRoxg5cjQZmZlofdAlWHDEDO4K8Wie7gYLjmZ33i4euPduLBYzJpMJi9mCxWLG18+PlJRUGhsb2L9vL2fMOYvcocM6AgTxCQlHPPrhq9FmXIIFDoe6zXziX/9kxXffUFtTQ031Qdrb24mLTyA+Pp64+AQCAgMpzM+nsGA/8QmJNDY2MDgnl4mTJmMwGDhwoIrqgwc4eOAANdUHCQoOJrv/AAbnDCEn1/HKHTKUiMhIl/U42YIFG9avZc6MyS7HrfhpIyaTmX//38Os+PZrACIiIzG1thIcHIKPjw9Wm5UH/vEY8xdeI8ECV+OOY7DgHw/dz7NPP4nBYCAlJZW77rmXCy6aR2hoaLcW1dzczNdLl/Dyi89TVVnB1b+7noVXXUtcfLzn6yDBgpOeBAuOnQQLek5vCxbIYwhC9LCvvlxCfX0dL7/+piNQ0A2+vr7MmHk6M1z0PGA2mykvK2P37l3cftstXHXNb3nlpReYNXsOuUOGdHTBZ7PZaGtr48CBA5SWFJOWls6EiZMYP/E0ho8YeUSyvZ5gNBo7Ja5zvC/9cgk/rF7J72+8me2787v0NvDGa6/wzv/epKW5mYNVVezauRODwUBleTmDc3KZOesMj3I1iJPHti2b+ebrr1yOu/Pue4mJiWHYiFHH1DNHb2I0GikpLqK0uJiSkiJKSxzBwbLSEgICAvnHo4+Rkzu0I5Hm448+wvvvvEVbWxtWqxUfHx/69E3Bx8eHyopy5p59DmnpGY4uUH39uODiSxk0OAdwNLcvKS4iKiqamNhYl/VRVZWG+nr279vDls2b+Nc/H6K+rg6Axlbbcdsux2LsuAkcaG7r+H/Htq28+uIzbNm0gTnTJ+Hn709GZhYXzbucq377e5KSk4mOiXPZokKcWJdefgUZmZkUFhRQsH8fD95/L7lDhjFi5KhuzR8REcEll83nksvms23rFl5+8TlGDR3InDPP5s67/0a/7P6/8BoIIU4mCsj5pZd6T8uC41O4a55GeL2dxxPeRMl7iDerrTXC08i2p5+PosJCoqKiiYiIOObcAJ1L/uC9d7jn7jsJD4/gzLPOZuiw4QDY7XZampsxm83c8sc/eRySLi8r4/J5F1JSUozFbCYkJJSzzz2Pc8/7DbPnzHVdLw/3t6LAwQMH+OLzzwgPDycoOBiL2Uxrqwmz2YTJZOJAVSVLlyymuvogsbFxxMTGOnpsiI1jxKhRLLz6t+h0Os3Va201UVxUyI8/rGLl9ytYueJbYmJi2bpr31Gbix5e15PRCa1WD93l02pxoHV3GH7+rH3y0Qfcc+efOP/Ci/nrfQ8SGRHh0bK8uQOtOU7z2KLN1efK7vqmMaB9p1mrjAA/H8YOH0xdXS1jx00gLT2DtPQMUtIySE1Pp6ggnwfv+ytNjQ34+vhia7cxZdpMHn3iaSIjo/D398dut7Nz+1a++3Y5y75cTN7OHcTExtKnbwphYeFs2bSB/gMHERERiS4sjPCICMLCwtGFhaPT6bDZbJhMJkymVlqNRszOv41GA5vWr2NQzhAuunQ+5//mAsJcPBLiWL+eeWRJq8WIu++3u/3hirHV6DIZqjcJDj39ndFqKaNVhp+v50cQzRYEGsM1Wwm4K0RjpFYZnnJ3bFm6+AtuvvE6/nbfA0yZOp3s/v3dnvjb2o9cVmNDA1ddMY9pM2Zy+x13YbfbqaqspLS0GH//ABITk+ibknLEuYCPxv7Tqq/mNtesrRs91HrhRPL0rv/Jqresh5be3rLANypdDZr59+NSVusn1/SqbSnBAs8Kd02CBd1efE8HCw41xz3UhZsnn4/Fny/i0osvQKfTYTKZOrpt69O3LxmZmWRkZJKRmdXxHh0dfcTJSXt7O3V1dY6M80FBBAQEdExjt9vZumUzS79cTGFBAYqi8NEH73XM22Sw4HdY13NHs2XzJj58/10++vB9aqqrSUpKdlzMW8zsyS9xGfDwJljw+L/+yf333tNl+IKFVxMcHExQcDDR0THMmXsWg3NyNU/YVFWlvr6OstISiouLKC0pprjo5zuolZUVxMXFk56RSVa/ftxz7wMk9+njcV1PRr/WYEFbm5V7776T775ZxouvvcXIUWMA7ZPnX3OwYP26NSyYdyEvvPomM06fDWhvc3d1PbStLBYLO7ZtZdOGtWzasI61P/6AqqpkZfcnNS2dgYNz8PHxobm5GX1LC/7+/oSEhBIcEkJwcDChoTqCQ4IJDg5hyLAR9E1JBdxfuJ5KwQKt3wYJFhw23F0hJzBY4KMorPnpR1556QXWrf0Jo9HI+PETGTp8OMnJfUhO7kOSM4dBTEwMdrVrnWw2Gy3NzcydNZXnX3oNi5aNf6UAACAASURBVMXM9ddeRVtbG2npGbS3t1NZUY7J1MroseMYO24C48ZPYNTosURGehbslGBBV73lIru3rIeWXh8siD6OwYKPJVhwQkmwoJt6ebDg+xXf8eEH7/H1sqXU1tQQGRlJqE6HqqqMGz+RV15/84g+4A+3desWrrx8HjXV1eTkDuGyy69g2vSZVFSUU1JcRFFRISXFxRQVFVJcVIi/vz9/uftvXH/DTR2Z3p95+inuvecuAgMDsVgsKIpCamoa4ydO5Iy5ZzFj5izCw8M71mLo4P6cPms2t972Z9LS07u1K4xGIx998B4vv/g85WWl+Pn709zURHhEBJmZWWRkZnHrbbczZOgwl/N7Eyw45KEH7uPRRx7mwX/8k9tu/8sR0zY1NVFWWkJJSTGlJcXOv0soKy2htKSYgIAAUtPSSc/IJCPDcfc0IyOT1PQMUlPTCAwM9Kxybup6Mvm1Bgtuuv63VB88wCtvvNPlOXcJFnQV4HzufN3an7jy0osYP3ES19/4B8ZOnOy6G1A3de28rfJ2bmfV99+xf99e8vftZfvWzQSHhJDdfyB33H0v00+fjdXmeGzp8MeStPaRBAu6vywtEizonqMFCzqrrKhg3bo17M7bxYGqSg5UHaCqqpIDVZUYDAYSEpMICgqipbkZvb4Fi8VCWHg4/fsPYPLU6bz91us88/zLnDHnzC7LramuZsP6tWxYv47169ayY/tWMjKzePaFlxk1eky36ivBgq56y0V2b1kPLRIs6DkSLDjBJFjQTb04WNDe3k5Y8M9N1QMCAmlrs3T8n5GZyebted26EL3w/HNYtvTLjv8H5+Ti5+dHREQEQ4YOY/iIkQwfMZIBAwayf/8+brvlJiwWC59+/iXR0dGsWvk9v7t2IZ99sZTBObmYTCYKCwtYvfJ7PvrgPfbszqO0qpYgZ112787j1Zde4KMP36dvSipxcfFEREYSHh5OZGQkIaGhzib/rbS2ttLS0sLKFd8yfsIkNm5cT21NDf36ZTPnzLMYNnwE555/wREJnw7nTbCgtraWXTu2s3r1Sl5/9WWSkpL5/od1Xbbpok8/5vrfXkVGZpYjIJCeTmpaOmnpGaSnZ5Calq55R+Z49AF/Iv1agwVnnzGDO+++l8lTp3cZLsGCrgI6JakzGAx88O7/eOn5ZwgIDOS6G/7Aby6+tEsy0u4ECwrz93PO7GlccMll9B8wkH79BxATG8fvFl5GTEwsBoOemupq6mprCAuP4JW33mfcxNM6WiNJsKB7w90tS4sEC7rHk2CBO2azmYqKSiwWC+HhEYRHRBASEkJpSTG/u3oB4RHhvPDS6+jCwmhqbKSxsYGmpkYaGw69NzreGxuoqa5mzZofWbth6xEt3yRY0D295SK7t6yHlt4fLMhQg08/PsEC40dX96ptKcECzwp3TYIF3V780YIFhz9W0PmHr6mpiWeefoq33nwNi8VCtLNv7ODgYAwGA3t252E0Grn37w9w1z33dquuer2e2uoa7Ha7I0lgu6MrwsaGBrZv28q2rVvYtnULpaUlRERGEhkRSVFRIafPOoPPvnAEGd55+y3+8ufb6JuSypChwygvK2Prlk2YTCYmnjaZiZNOw9fHh+DgECZMnMToMWOx2+1s37aVxsZGmluaaW5qorm5CYPBQHBwMCHBIQSHhBAaGsppk6fyyUcf8J+n/k1NdfXPm0xRiIqO5sabb+G6399EdHS06/3Rzf1dUJDPX//yZ0fdW1vJHTqMMWPGcvG8y5w5F7ruvb/e9Wdef+Ulhg4bQe6QIeQOGUbukKEMHDTYma9A+cV/XCVY0AOF92Cw4IJz5nLDzbdy+uw5XYZLsKCrABcZ7e12O99+s5yXnv8v69f+xKDBuQwZNpwhQ4dz5tnnaSYmLC8vY/PG9fz70X9wze9uYOG113WMa6ivZ1BGEgDvfbKYAYMGEx0bz4+rVnDHrTdyoKqyY9qDnRIDdibBgu4vS4sEC7qnp4IFcGTOgqLCAqZOHI1erycuPp7mpiZ8fX2JjIwiKjra8R71898hoaEoikK/ftmMGTuOftnZ3a6vBAu66i0X2b1lPbRIsKDnSLDgBJNgQTedhMECu93Olk0b+eLzz9i2dSuKouDr64uPjw9Go4HKygqqKitJSUllW95eoOsP3/p1a7nx+t9SUJDPuPETGDlqNC0tLY4mt/v3YTabGT12HK++8T8SEhKOvcKdtLW10dj4852HUJ2OIUOGdoy32Wxs2LCefXv3kJaewfx5F9LS0uJyWX++8y4eeOiR7hYNwIvPP8vTT/6b/733IYWFBezbu4e9e/awb+8eCvL3ExAQwPIVqxk2fMSRq6d5MqxSWFjApg3r2bRxPZ9+8hG33X4n5//mQlJSU7uVCKy2tpa8nTvYtWsHu3buJG/XDvbt3YPNZiMiMpKI8AisNistzc20t7cTGBTkyHsQFExISAj/e/cjZ5eJ3pFgQQ8U3oPBgltuvJ6C/H3849F/M3zEz1nLJVjQlatgAfy8zVuam3nxuad5/J8PER0dw4uvv83U6TOPmP7jD97l7j//kbETJjJtxiyuue6GLt/bJZ9/yrULLgVgUE4uaekZRERGk79vD3v35BEYGERgYCBx8QksX7XO5SMQEizo/rK0SLCge37JYEFbWxvbtm4mIjycKOeNhkOtd/bv28u2rVvYszuPvLyd7MnLo7a2hvj4BKqrD9J/wECGDhvGqNFjueqa33Yk4ZVgQff0lovs3rIeWn4NwYKQWfcfl7IMH17Vq7blUYMFP67deByr4z1Pr+O9nccT3hw/eiqG0JMHL60TI60fxM5l22w2Vq/8nsVffMaXS74gPDyCc849nwmTTkNRFOx2O3a7neDgYJL79mXv7jxefO5Zlnz9LeD6h6+pqYmtmzeyZcsmIiIi6T9gIAMGDCQhMbHHTlq81dTUxBWXXUJVZQUAvn5++DlfqalpTJoylWuu/d1RH5Gw2dr57JOPKCzIp6yslNKSElatXMF7H33KWeec12Vaq9VKaUkJKalpLrtH1Nokf7r1Zl558XkAIqOimDJ1GmfMOZP5V17jcvrufA5eeel5tm/bSmF+Prt27aC5qcntei5f8QMTJk46al219OTe7snjwS/dPU9P9hGtOb0HF1eNjY3s3LGd8ooKXnv5BdavXcMFF8/jiaefIyIiAl+NCmsFJLTqqnVRDtoXnHZ3ndZrcDWHN8dUrd9XrSp1vqb84J03ePGZp2ior2PajFlMmzmbaTNnERMbB4DRYGDK2CG8+Ob7jBoz7ohldd4ezc1NlJeWUFZSTH19HVn9BzJwcC5h4T8/JhSoEcBwd0z19OTZ06CRu02utb+9CTx4yk+j5xxPLx61Ph+dg0mqqmIymWhucjSNN7Q0YzK1Mmny1C6/I57+9mkHCzzf30drMXg4Vz0VAJit7Zpl+/u63uZanxGtbds5AfFXS77ghWeeoqy0hDHjJjBwcA6DBucyaHAOaRmZ1NXWMCQ7tcv8f7z9TpKS+3D+BReTlKhxU8KLbavFq6CORwX01II8D7y5+8h6+pk6GYMk3jiRN0RDA3x61QXu4SRY4D0JFng4jyd+zcGCpqYm3njtZV587hkSEhM59/wLOPvc8+nff0CXaQ9UVVFZWYFe38K6tWt45aXnufW2P3PjH26lrLSUhIREl8/kuyq6pqaGd//3Jv9783VaTa306dOXESNG8ujjT3YkJDwWFeXlrFu3hi2bN2G32wkNDaW5uZnCggL++ejjDBw0iBuuv5YvFn3GFVdexfgJE4mOjkFVVQwGAxs3rOPrZV9RXFRIcEhIl2WHhoRy/gUXsmDhNQwYOJCGhkZSk2K48OJ5ZGf3J7v/ALL7DyBnyBCXiRsPD9Do9XrabTaiY2Lw1TjJ2r9vL08+/i+2b9vKrp07OoY3tbo+YevO5+DRRx7i9Vdeoq6ulssXLOSPf7qDrKx+R8yjdTEtwYLuLt/zeXo6WLB82Ve88fqrbN+6hfr6OoYMHUZiUjL+AQEEBgQSFBzMn+64i8SkJAkWHKY7wYJDKspLWb3iG1Z+t5yfVq8kMCiINosFk6mViy69gseefsHlsrS2h7Xd9S15CRZ03y8VLLDZbDQ21LNn1za2bNrA1k0b2bp5I2aziYjIKCIiI4mKiqK9vZ3amhoefeLpjkd+JFhw2PBO29ZsNqPXt+Dj44Ovjy++vr489/QTfPXlF9z+l3s485zzXXbZa7fb+fKLz0BVMbW2duQ22Ll9G3a7nRkzZ7F61Qoa6hucj90d+YpPiGf0mHGMHjOW4SNGERwcrLmOrkiwoHsjJFhw7H4NwYLQ2Q8cl7L0HyzsVdtSggUezuOJX2OwoK6ujvnzLmLL5o2cd/6F3PiHWxkx0tEc2Wg0UliQz7q1P7FuzRpH90etRtLTMwgLC6dfdjaTp07j66+WsvzrrwgKDKK+vo6Q0FBSU9Pom5JKamoqKalpZGf3Z+r0GV1+eKdPnkD+/n28+8EnpKWlU1lZwUMP3MfkKVO55977ndtF7daFXP7+/Vy9cD5+fn4EBgZSXFyExWJhwoRJjBozhgD/AFpbjbS2tmKz2Xj37be45977Of+Ci1j21Zd8v+I7fvxhFTXV1fj6+nY0yY+IjGT8hIlcsfBq4uLiO8qrra3h6Sf/zZIvFlFR3YCi+HDFZRezbctmLG0WLBYLbRYLZrOZsLAwYmLjiI2Nw9/fH4NBT0tLCwaDHn1LC21tbeh0Onz9/DDo9cTHJ5DUpw/Jzm6lkpKSKSstYf26tRQXFTJ02AjGTZjA2HHjGT9hEtExccf0OWhvb2f1qu/54N23WbrkC3JyhzLj9FlMmz6TyMhIzGbzz+tjMWM2m2m32bDZbLS3O94Pvex2e0e3lMFBwY58DqGhDBw02NGV5VH3ZPdJsOCw6Y8SLPhh9SpeeO4ZVny7nMysfsw58yzOPu8Ccjs9nnOIBAu68iRYAD83Y29ra6OxoZ4g56M8AQEBmh8GCRZ0dSKDBc2NDezasY28HdvI378PfUszen0z+hY9Bn0LLfoWDPoWLGYzEZFR5A4ZxsjRYxg5eiwjR48lOiaWqsoKSouLKC0pZE/eLt57+02uvf5G7nvQ8UjbryFYYDKZqK2pxmwyYTKbMJtMtJoc7wGBgYwdNwFdWBjNTU2sX/sT69b+yIa1a9i5YxshwSGOloyqozVjZGQUS75ZRVLy0bvr9Tvsi2kymbhi3gVkZGQwddoMkpKSUVXV8UL9+W9VpbKygk0bN7DJ+ZjigIGDGDN2HFdceXXHuZE7vSVY0N7eTkV5OWWlJTQ1N+Hn54e/nx9+/v4drS+Dg4NJz8gkMjJSggUngAQLeo4EC05SEiw4bPoTFCwoLytjUHY6ABkZmcQnJFJXV0v1wQPYbDbS0jM6LkrHT5xEdnZ/FEXB1m7jycf/xfPPPs3td97N2eecR2paGqhQV1tLWVkp5WWllJWVUlFexq5dO9mxbSuzzpjLby68iNlnzKWlpYXb/nAj+fv38eIrrzNq9BiqKiuZM2s64LiAK3J2gRgSEsLf7nuA3994s8t127plMwuvuIyXX3sTk8lEVHQ0WVn90Ol0Lqf/9pvlPPboI3z97cqu205VMRqNHDhwwHE3qLaG9999m0Wffswfb7+DP995d8e0iz77hBuvu5aIyEiGDR/J7DPmcsFFlxAR8XNT4XZ7O42NjdTX1VJfV4fVaiUkNBS9Xo9er0e122lvb8dkasVobMXU2orV2obFYsbU2orF0oZ/QAB9U1IYO248Q4cNP+LRBa1ngT1tYQJgam1lzU8/8N03y1m96nvMZnPHxX+Q83npgMBAAgICOk4YfH198fPzxdfXD0VRsFgsmEwmLGYzJpMJg0HP7rxdJCX3Yey48YwdO44x48aT4+zJwlsSLDhs+m4+hmC1Wlm3dg3Lly3llZdfZH9JVZdM/iDBgsN5GyxwWYbGcAkWdHW8ggXVBw+wa8c2du3YSt6O7eTt2EpTYyM5Q4eTO2QY2QMGERkVjS4sjLCwcHRh4YSFh6PThdHU1EBRwX5KiwspLS6iuKiAkqJCykpLiI6JJT0zi8zMTDKzsjn/wotJS8/oKLu3BAvq6+tobmrEoDdgNOgxGPQYDAYMLU08/cRjAAQHhxAU7AggHwqcGY0Gtm/bQnxCIjXVBxk5eizjxk9k3MTTGDV6LKHO325vjs2HBwuONlxrvc0mM9u3beWH1St55aXnGTQoh3c++MRtj0anerCgpaWFi39zLps2ricuLp6U1DSiY2KwWq0dNwls7TZsVitGo5GS4iICg4LIzu5PVr9ssrOzyeqXTb/s/mRl9SNU53pbSbDg2EmwoOdIsOAkJcGCw6Y/wY8hWK1WSkqKqT54kPiEBBISEgkPD3f5Q11RXs7vrrkSgJdee5O+KSkd47R+ABTF8djBF4s+5bNPPmbrlk0kJfchNDSU3Xm7sFqtvPDya1w+fwENDQ3s3LGduPh4+vcfgM1mY/EXi3j0n/9g09adLpd/8OBB+memEBQURGtrK4GBgeh0Okora1xO/9AD91FSUsKrr78FwPKvl7Fs6RJ27NjOrp07sNlszJg5i99e93tmnTGH/P37mTVjMkVlBzq6LgNHs8fioiI2b9rIos8+YdnSJR1314OCg9HpwggPDyc8PAI/Pz9KS0uorCgnPj6BvimphOpCCQkJJTQ0lJDQUAL8A5yBAyOtrUYqysuprj7Iby68mBtuusVlcsGeDBZojTnWxxBsNht79+xm4/p1bNiwjk0bNlBeXsbl8xfw5NPPdm8hh5FgwWHTe5gQzm63M+208fzt/oeYPnNWl3ESLOhKggVdnarBArvdzr69u9m47ic2rP2Jjet+wmQykTt0OLlDR5A7bDg5Q4aTkZnVcZxvb29n/97dFOzfR0H+Xgrz91GYv5/Cgv1ERESR6bwwysjMIiMzi/TMLFLTMghxPrqmlfzwVA0WHDhQxY+rVvLD6pX8sOp7GhsaiI6JIVQXhk4XRqgulFBdGOFhYcw961zOOPPsLsvqvLeNRiOlJUVk9x+oGTg+kcGCQ9vWbrfz1dIl3HbLjezcU+g2h9GpHCxQVZX5l15MdHQ0//r3f454BMPVuqmqSk11NQX5+yksyCc/fz+FBQXO93ymzzydTz9fgslk4pabbsBiNhMTG0NsbDyxcXEkxCeQlJxMUlIyScnJLvM4ncwkWPDL8Y3OUHVnPHhcymp5/8petS0lWODhPJ74NQcLPHHdNQt5793/MWDgIDIyM4mJicVisTjviLfRZnE2w7e2UVZaQvXBgx3zJiYlUVBSSX19PdXVB2k1GNi/fx9VVZWkpqYRFxeP0WDAYDTQajRiMBhoamrktVdf5sGHHmHh1ddq1quxsRE/Pz9CQkJobGwkO6Mvf7n7HrL7DyAiIpLm5iaam5qor6/jv/95knUbt5Hcpw+PPfoIzz37X2770x0MGz6CIUOH4R8QwMcfvs/DD/6diy6ex/899gSzZ07l/N9cyA03/UGz54FDXUmanE0t9QY9LS3NtDQ302ZtIzU1jdS0dAIDg1ysgcPhuyk/fz+vvPg8a378gVVrNnQJVsCpESxwtfw1P/3IZfMu5O/3P8Tcs84hKSnJo2VJsOCw6bsZLDCZTIwZnktFRTlh4eE89uR/ufDieV2mkWBBVxIs6OpUDBbcdduNLPn8U6Kioxk7/jTGjJ/ImPGTSM/MOuL7bzGZWL3yW7756ku+W76U8IgIBg7KJSu7P1nZA8jKHkBmVjZh4eGAdm8ZcGoHC/bt3cPDD9xHUWERbdY2jAYDRqOBSadN4bQp0xg3aSr9Bw5yefzs6QSHnjjWYIHZbGbnju1s2bSRdWvXsPL774iKiubvDzzM+Rdc5LbsUzlYUFNTw+jhOaSlpXPhxfM47/wLSc/4uTWMooDFYqGmuhpFUfDx8el4P/z1w6qV3HzT9bz93odMnjKV1199mZtvuJ6goCAyMjJJy8ggMTGJ+ro6Dh48QFVVJTXV1URGRpKYlMyk0ybzxFP/7bmV/YVIsOCXI8EC7x01WLB6TfeDBe6WpV0Dz2fxhDddbXl6AtSjB/OeihZ4QfNiSaNOWidl2O0YjUaMBgP+AQHExsYe9Qe6qamJstISSkuKaWxsICAgkMBAx8s/IICS4iL+dKvjkYHYuDjGjhtPTu5QMjMzaWxoZPfuXezZvZu9e/IIc3aNpNPpCAkJRafTEarTERIS4hgWGsrZ55zHyFHd/x6rqsqH77/Lnt155O/fT0tLC1FRUURERBAeEcGMmbOYcfpsAK679iq+/WYZPj4+DB8xipiYWMLCdOh0Ybz5xqtcdPE8Hnviafbu2c15Z51BQ0M9ffqmdORjSElNIzUtjcTEJGJiY4mJiSU6JsbRtFulowcJu92O2WzGoNej17fQ0tKCXt+CvqUFvV6P3W7vaNURqtNRWlJMYUE+hQX5fP3VUhKTkli6fMURdzU096sGd3v2l75o7sxms7Ho049ZumQx336zjMG5Q3jltbdISU09+sy46bbLi++ej5uLO1c0N5MXVfI087oWrc+Bqwv8xZ9/xl/+dAvnXXgJd9/7YMdd0EO0LnC0u050XSdzm/YzzZqBhF86KoznATZPv2PuaAUS3LXK8oTb6XvoK+Oue1ct2t1ValxMa1x/a03v7oLdZDJxxUVnM3BwDv947OmO4bZOH4Tammq++3op3y77kvU/rWbo8JHMOvMcTj/jTNLSHS26tLatu7I97QpRq8m/p8EWgJK6VpfDg/1dJxAO9HesR3NjA8/++x98vfgTrr3pdsafNhV/f38CAoPom5reEbAO0lgOaH/ONa/XPWzu4O+mu0qtQIXWZ6qstJQ1P65m88YNbN60kb178uiXPYBRY8YwZuw4pk6b2eV3yaufSY3dZNXY320aQUJ337Hw4COTKTvm0arSkSOsViurV67k888+YcniRfTtm8qw4SMoKyuhsKCAgweqiI2NA0VBtdtRVbVLbolDr/DwCN54+33GjHX0/NLe3s6unTvYtHE9WzZtZPPGDRQXFxEeEUFEeARh4eGoqkpB/n7OPvd8Fl59DZOnTO2o18n62IJmsMDjYL/GcDfLCQvq5cGCmOMYLHhPggWaJFhw2HDtorWdQsGC1155mbfffA2DMzBgdN69b2trIzQ0lFCdDrPJhM1mI6tfNplZ/QgPDycgIAB/f3/8AwII8Hf8nZKWxuzZc4mLj3dZVlNTEyOHDqS+rg5/Z0KcUJ2OQYNyGDQ4h8E5OQwalMPg3FwiIyN7ZoNo0NpFnc+xVFWlrLSUHTu20djQQEHBfirLy0nq04cxY8c7kvv4+xMYGEhMTCyoKlUHqigvK6W8rIzS0hJqqqtpaKinvr6OxoYGzGbzEVH3gIAAwp0/jLqwMMKdz7+GhYWhKArV1dXUVB9Er9eTlpZOVr9+ZPXLZsLE0xg12vVx7FQNFnRmtVp54dmneea/T/HxZ4sZOmz4UeeRYEFXRwsW5O3cwasvv4DFbMZsMXOgqpJ1a35iUE4uK9ds6bLvJVjQlQQLDpv+FAgW2O12Nq5fw8fvvc1XSxYxdPhIbrjldiZPm9kxjc1uZ+/uXTxw9+3k7dzOlOmnM2vu2cyYNYfIyKgjy/6VBAvef+Ml/nnfn3nypXeYMecczc/sqR4s2LRhPbOmOboCHjhoMBdcNI8p06YzdNgIQkJCtM8Ve3GwAH4+PtpsNtb89AP79uwhIzOTjKwsUlLTXPbwpEXr8+/nq2AymWhqbOy4cWKxWBg1eswROXRAggWuSLCg5/S2YIH32cDEr96ESafxzv/eoKWpiSefeZ6Ro8YQqtOhCwnpcqHQ2NhIUWEBRYUF6PV6rNY2rFYrbW1t2KxWLBYLy75cwl1/vo2Bg3K4/IoFXHTJZYSFhXUsIzIyksLSA0e9+OzORZrJZMJkMtFmsWC320lKTu7WRe2unTt49+23CA0NJSd3CAMHDcZut9PY0EBjQwP1DQ0MHTac4SNGoigKiUlJvPjCM3z0wXsEBQYxKCcXa2kpRYWFHcl9jEYjFeVlHDx4gISERFLT0rnx5lv4+0P/6FK2qqq0t7dTV1PLgQNVVFVVcvBAFQ319Vx/4x+6JEE8NH1NdTV79+ymoaGes845j4CAAIxGI999u5wtmx13O0J1OnShjpYXOp2O9IxMQkJdJ3E8lfj7+3PLbbfTNzWVc886g9feeJsZp886+oyi28LCw7FarXy55HMMej333Pcgf7z9buITE09YkEiIX8L1Cy9l6eLPiIqO4YZb/sQ3P24+Iot+W1sb/33iUd569QVu/+v9vPHhFx2ttrQewznVqKpKcf4eDlaWU11VQc3BSuqqD+CjgJ+fP37+fvj5+ePr64ePry8WkwGD88ItMCiYP/7ucl7/eBljJ5x2olflF9FmbSMuPp5Bg3OpranmqX8/yttvvc6gQYPJyu5PaXER27dt5Zrrfs/td9yF0Wjk4IEqqg8e4MCBKowGg+O3OCyMMF1YRxLMsDDH30FBQd06tlosFr5euoTwyAhiY+OIiY0jLDL6hD+/7+fnx5Sp05kydTrguDC2WCx89slH5O/bS0NDA42NDST36cO06TMZN2GSywt9LcHBjh6TkpKTf6lVEKcwBUXOTbwkLQtckJYFXbl7DKG0pJiZUyYw/8qreODh/wO0M0W7LVtVMRgMPPP0kzz5+KMoisJNt9zG7NlzyBkyVLMXgsNpBQuam5tpb28nKzUJq9VKREQEQcHB2Gw2QkNDmb9gYUf3iodbtfJ7Hrr/XsrLy5i/YCEKkLdrF3v37MY/IIDo6GiioqKpra1l187tbNmxl8SkJM6cPYPomBgeeuRRsrL6aa43wKaNG/jt1QuIjIzi+ZdeZVBODuAIULz+6sssXfwF1dUHiY6JISkpmfj4BL5f8S05uUNY9u0qWo1GPnj/Hfbu2c3eesXDJgAAIABJREFUvXvYv3cPPr6+DBw4GIC6ulqeeOoZCgsLePzRRzh99hlYLBYMBoMjp4PB0ZtCeVkpE0+bzNnnns+ZZ51LbJzrbhQ7OxlbFjjKdryv+elH5l96EQ8+/E8WLLxac3ppWdBV5zuMRqOR1StXYLfbaVdx9vNeTVVlBYWFBfyw6nu+XbWWvqkZLpclLQu6kpYFh01/ErcsUFWV1BjHBUtcfAIbdhUdkTxv25ZN3HHL9ST3TeXhx/9DUnLfLuO1ggWnWsuC5avXcdNlcxk+dhIJSX2JT+pDXEISgf5+2KzWn7u+tVppt7cTEX6ot4dDrd8iyOjXH38/1y0ITvWWBT+X4FhWe3s7JcVF7M7bRWFBPqlpaWRkZnHFvAvJHjCA9WvXkJCYRFJSMolJieh0YRiNBvR6PQa9Ab2+xfGYobNb5NNnn8H7Hy9yFOKmZcGPq1dyzYJLGZw7hPq6OkfvSfV1BAUHdzzyoaoqAQGBTJk+k7PO+Q3TTp99xONjPd2y4HB33XEbLzz7NP7+/sw4fTZp6RmkpKZSUV7OyhXfsm/vHmadMZf3Pl6Er6/js+GuZYEnpGXBkXp7ywK/mExVN+f4tCxofndBr9qW0rJAeO2HVd9z7cL5/PH2O7npltu8WkZlRQXLv/6KLxZ9wpqffiQoOJiQkFBa9C189eVivl2+jD2785g0eQoffbqY8vIyiosKKS8rZfiIUQwdNrzjglRVVb5fsQKL2czMWbPx9/fnqX8/xnPPPk1zUxOqqhIcHIyfnz9R0dHc9df7SExM5OorLyckOOSIutXX1+Pn50dFeRk7tm/j5ltv446//JWQwzL6qqrKrTffwDfLl3H7HXcRn5BAa2srWzZv5GC9/ogEguBojldUVMi+Pbv5Zvkyliz+nPvuf4gFC6/Bx8cHq9XKwvnz2Lp5MwuuuoYvln1DenoGAf6OOwPPPP0kmzauZ9GSr6moKOei885i0uSpjB03jsvmX8mAgYOIc17oq6rKksWfc+P115LVrz9t1jYqysu5466/MmHiJMxmM2WlpTQ2NmBqbeXbb7/huf/+hz/ccB0Xz7uMV95426t9e7KYOOk0ln2zkgvPO4vCwgLuufd+j5o9CigvK+XmG6+jtqaGwTlDyMjMJC4+geQ+fZg1ey5/f/AR0jMyNS9MhDjVmFpbWfTx+7z20rP0yx7A1dffxIWXzO8SKGhubuJfD9/HsiWf87cH/4+zL7jkuAZI7XY7a3/6gdUrV1BbU01iUjIJiYld3qOi444Ibhj0esrLy0lJSz8iQ707urAIomJieezlD/+fvfMOi+Jq+/BNL0vvRUUFpFjAhopg773HronGFjUaW2Ji1NhrjBpjiUaNLfZeUOwFexcRUXrvHXbZ+f5AkYWdjfhqvmj4XVcuyZkzc+acnTnlnuc8j0L6321D+K9KQ0MDR6fC0H/wBmBs+2sf58/6s3PPQZXbE4pLKpVSz6M6jep5oqev/ypspC76evrovvqirqurh7auLpHh4TT09mHrzr1F5+fJCshIT0culxc9o5mZGZw+eYzNG9cyceyXtGrbgaUr15bpmfhflJ+fj0PlKpibmxMeHsbTwCekp6chk0qLGuv0qRNERUZQyaHyP3JP5fq0VW5Z8G4qtyxQonLLAkUpq9/1a1fp27s7m7buoEmzFgrH/s6y4NHDB/y1azunjh8jLCwU1AoZb4OG3vg2bUbDRt7UrlMPfX19YmNiqF+7OllZWairq2NtbUOVqo7Y2dtz7cpl9CUS+vYbiKWVJWtWr6SgoABjY2OePw9m5OivqFXLkwnjx3D7/hMMDAwKHQ9ducT639Zw9+5tdHV12bX3IM1btFS4x5ycHKzNDNHS0kIqlSJ/hcY1NTVJy8pXyCuXy1m8cB6HDh4gIjyMZi1a8cWwEUwYN5pZc+YreDsWBIGNG9Yy84fvMDe3oJqrKx6edRgz9mvMzMyK8owbM4K4uFh27jmgMNF7TcMzMzP5atRwngc/IyYmmrnzF9N/4GCV7Z6dnc3SRfPZsG4NU6Z9z8YNa4mPj0MqlWJra4dUKiUxMaHQl4KuLlKpFF0dXYLDolVe999uWfBacXFxjBr+OZGREezacwBHJ0Vrj3LLAkUVyAWCngZy6OB+XFxccXVzZ/++Paxds4pJU6czZtyEUueIwYJyywJFlVsWlMj/L7QsGNyrPerqGowa9w2+zVoq9GWCIHBw7y7mzvyONu06MnXGHExNzRQcHBbXh7IsmDvrB44eOkCnrt2xr1CBuNhY4uJiiI2JIS42hrjYWLKzs/C7EEBVR+ei80YM7c+Fs2dwqFKV3YdOFUVhANXP5tOIRDp5OXLs1kuFCDxlhQWfqs+CNyWU7fd+23fytSPo19GRXv+bnZP96v9zycou/LthYx+at3iz9e7vfBYkJSUybcJXWNnYMH/JL8CHsyxISU7myOEDHDqwjxvXr2FiYkpqSjI5OTmYmJpiamqG6SuLTVMzsyLrTVMz88K/zcwwMzMv+tfAwAAtFe+MMpVbFpTWf8GywLD9nH+krNTtAz+ptiyHBUpUDgsUVbJ+t2/dpHf3zvy24Q9atWlXKr8YLIiJjmb2zB847XeCrt164nfqBE5OzsyaM1/BQqC48vPzuXrlEvb2FV6FCHzjuV8ulxNw9Qq7dm4jNjaGL0eOoU3bdqipqfHyxQv69enBoMFDefLkEQC/rv1d4doJCQk08a7Pr79tKLWfXSaT0a1Te+7dvU2TZi3w8W1Cw0be2NraYSeyH04uQGxMDD/+8B26ujoMHjqMPj27sHX7bszNzZHL5fz4/bckJiawftNWXFxclb4zmzdtYMO63zjpf0HBbwMoDnCCILDp93VUq+aKb9NmSu+ppPLy8rC3MmH23AXEREcRGBhIWOhLYmOi6dO3PwMHDyUmJobrAde4EXCNe3dvU6WqI02btaBn78+oU69+qd/pY4EFcrmc+XNns/3PLRw/dZYqVasqHi+HBQq6ceMGzX0bKqRZWllhZWWDjq4OZy5cK3VOOSwoWXQ5LHgb/VtggSAIBAcFcv/OTZYvmMX6LX9R16thqXMO7dvN4rkzWLV+K3XqNyhK/ydhwaUL5xg9fAjnrt7C0tJK9FoTvhqFjZ0dk7+dUZS2dvUK7t6+VeiEODeXlWs3ERIcxI2Aq1y/doXoqEjy8/OQ5kvJz88jPy8PMwsL6vq04fypw+jpS1iwZhv6BoXjUzksKFnCh4EFCvoADg63blrPj99O4uHzKAyNjD4YLOjfpzvBz4L4bsYsWrdtX7TNVCqVFvqASkkmOTmJlOQUUov+TiY5OZnUlGRSUlJITk4iNbnwWF5eHqZmZpi/AgimpmaYmZvj5OTE2K8nKrWUKIcFpfVfgAVGHeb+I2WlbBugsi3V1NQ2AZ2AeEEQapQ4NhlYAlgKgpD4Ye/07aRyG4JcEMiRlp6caYt0nGIToPcZN1TsBRftpFQULTbIiJ0jFlNXS2TEEItnDWXvbMvasakafMTqIXZPxQfppKQkunVsS916XhjoS8jPzS21z03ZAmDv7l1MnjiOwUOH8fvm7Yz4fBCTv/2ez4ePRE1NjQJB+Q1oamnTpJi36de/jboaqKur4+3ji7eP75s6UDj4OVSpwq69B2nVrDFeDRry8MEDBEFQWLxaWlryy6rfGP/VKK7feYBEInlTrqYmh477ERcby6mTxzh57ChzZ/9IjZoedOjUhSFfDMeo2NeY17KwskIqzcerYUNq161H67bt6d6lfVEUAw/P2iz75Vecq7kgFwSlbZWVnU1Nj9ro6RuUWnyV/OmGDhtZWG9VI0Cxc7JzsvH28eXhg/s4OjkzaPBQHJ2cca7mUuRISE0NOnXuAhTCmvv37nLq5HFGfDEYuVzOwCFDmTJt+luBANEFuOitlm2hq+rq8mIvck5ODl+N+ILIiHBOnbuKtbUNeVLF97OsCztV76TY4lh0YVfGeYvY4rSwbOXp+TLlJ4n9Ru61auN3/iqPHz3k8aMHXLl4nsjICCpUcqBP/0HkKhkbSrZpkcoIYMXuVRUsEAM0Ym0ulg7K+0hVz5oYJClrrPd3iQ2fr+R3APH2ELuUqvYQk9giKkfkdyozqFDxjok9t2pqytM1RK6lU2xhfu/OLfp0bkWHzt35auIUqtespfSebe3sMDE1o65XA4V0sbFVrG3F5xrisCApNYMdWzexavlCVvy2CQNjc3LyC5TCk327tnHs6CFWbNhJRHw6508f5/Debdy/fZPBX44hOTGB8/5+1HSyR09fQh2vRtSu14g2XfoURi3S1kZbWwctLW2io8LxP3mMpPgYEuJimPRFD9buOIqunj7JuXlK79UUEYd6ZXzvQfzZ0ddWPo0V64PFOIyquaIoiJSL/d7Ks7/T8lSs6DLOIcX0enx78ugB334zju9mzkXfwJACuUBGjkwhb25uLksXzKZixUq0bN2WqiV8Mcll+YS+fIGRkTE2trZF/Za6emHfFhMdjaGRET/NW0C7Vs1wcnTCpNg8SlNHBz1bW+xsbctUj7y8PFJfAYSU5Ddw4czpUzRuUI/1G7dQu05dxZNE+ol3kWjf+R4/8on93mLvhVj/WL5V8F+jzcBqYGvxRDU1tYpAayD8/+GeRKXSskAikQhyuRwNTU2cnKtRy7MOtTxr065dBypWLB27/GODBQhybl6/xoN7d6lQyYGqVR2pVLkKOrrK92uJwgKRkeFjgwWiE5dig64gCBw5fJCrly8RcO0qTx4/ws29Og0bedNvwGA8PGsXdVKCIBAVGcmjh/dZOG8Onw//koFDhlGnRjVSUpJp2rwlTk7OODpVw8DQkPy8PIKDg9DS0mLCpGloaGiIfiUVndeWSL8ecI01q1awbMVqrETCMg7o25tGjbwZ+7Wi34WSz3NOTg6XLpxjz187OX/On+EjRuNQuTImJqY8efyYgGuXuR5wDUtLK5auWMXyJYtITkpk1twFaGhoEBEeRsjz5+zeuZ2qjk58M/Vbmrcs7aE/PCyUFr4NOX3+Kmpqhd5bzS0skUgkZW8PJW3yJrlsiwlBELh/7y6f9epGj569SUtLJTwsnIjwMHJyc5j23Q98PuxLBR8N/6+woNg5D+/fo3vndlhYWFKjpgehoS+IjIjAu7EvAwYPpUmzlqiXEYL+e2GB8ou9LSxITkrit1Ur6DdoKFWqOhalC4LAOf/TrFy+hLDQl/x16DhVqipOFsthQYlz/gFYIBMZZ943LJDJZKX2vv87YYHy/GL10ylG17KzsvCqXpm2nbri5FSNKo5OVHV0xtnVTcHPSV5eHnXdKtOr7wCGfjmaylUK3xOx36+ssEDZl/qsrCw2b1zHql+WU7tOfcZP/o5annWKjpdc0P6x/ldWLpnPH3tPEfz0CXOnT6Caew26fzaYFu06o6WpRrPazrTt1J0rF/w5dvEOevr6FKhYTORKC2PeBz68y43L5+g1aDiGRibisEC3bLBAlSn5+4MFIukqLAs0RZ5zMYuRslpBqJzelREWiFm3iFkcFO8/zp0+xQ9Tv6Z2PS9+nLsYO9s3VpQymYwvh/RFJpNhZWWF/+lT6Ovr06ixL8lJiQQ/CyIyIhz7ChVJT08jPy8P52quuLi6Ymtrx4njR4mJiSYvNxe5vPA5cq7mQsCt+yLVfj/rht07d/Dt1G+wt69A67btaduuA/Xqe6EhRtXfQR8zLEiIj+fY0UP4+53k2JFDn7xlgXHHeX+f8T0o+c/+f9uWampqlYGjxS0L1NTU9gJzgENAvX+LZYFKWODi6i7MW/IzqSnJXL18kT82rAVgxOixLF72S6n8/1ZYIJfLCX72lMjwcIxNTBAEgeNHDnFo/x4kEgMaejcmOjqKlyEhRISH4tWoMYuWraRAXkB4aCh6+vro6upioK9P5aqOpTzz/5dgQXEJQuEC+vatm1y9fJE1v65k1OixJCcn8+jhAx49eoCmpiY1ataiRk0Pxoz9GmtbO7KysggJfsZpvxMsWzSf3NzcUteOSsxAT0/vf4YFiucoP3jzxnUG9e/D8hWradaiZZGlhCpT4Qf37/HXjm3ExcWSnJyEi4sbDb0b08jbBytraxwr2TDhm6mMHju+1ARbKpVy6MA+Zv3wHQOHfM6U734otRj4YnB/Lp0/R2JiAgATJk3lx5/m/7/Cgtfau+cvHj24TyWHylSq5EDFSg5kZ2cx5ZuvkclkTJg0heqvnOCpa5RtQP5QsAAKPVPfvnWD58HPsbS0RE1NjZPHj3Fw3250dHXp3bc/ffsPwtnFVfG8/xgsyEhPp3Z1JzIzMujYpTvjJk7Go9iiRFogZ/G82cTGRLN89TqFc8thQYlzPgJY8PjBXXb8sR55gQwtbW20tLTR0tYiJzubmOhI4l6Fac3JzsLZ1Z26Xt7U9WpEHa9GVKxYUWkZHyssAAgKfMz9OzcJffGcFyHBPH3yiGoubmzasU8hX1REOFs2rmPXts3UqefF5yPGlPJt8Hdlvy0suHr5Il8M6kujxr6MmTgN9xq1Sp1TEhZcu3SBWd99g419JSbNmM+Mb0airq7BjAUrcXJxIz83kwU/TiPoyUNCnj1l/i/raNe5x9/CAmUqhwUl0j9SWACFjj1XLJnPlo1rca9RCx/fZvg0ac6+3TuIiopk664DGOjrIggCTx4/JODqFaysbXCu5oJLNeei8IxJSUkEBz0lKCiQ8PBwmrdoibePL+rq6mRlZZGYkIAaajhUrixS7fe0bhAKQceNgGv4nTrBqZPHiY2NoWWrNrRt34HKVaqSlZlJVlZmUXSorKyswr+zXkeLykRTUxNLK6tXoSgtsLC0pL5XQ8zMzD5aWPDLssUsnDebuvW9aNmqLXNm/VAOC96Tkv/sHwYUX+ivFwRhffE8JWGBmppaF6ClIAhfq6mphfKxwAJTUzPBqZoLEgMDTExM8axTjwaNvPGq71VqAQT/Dlggl8uJi4vlZUgIt24EEHD1CjevX8PY1JQqVR1JS00hLy+PVm3a07P3Z7jXqKlwHZlMxu/r1rB04Vx0dHSpUcuD3FdOZG7fuoFEImHG7HnYV6iIrZ0duTk5JMbHkZ2dTZWqjjg7V8PK2ho1NbWPHhZERkaQEBeHq5trqb3zULoOjx89ZO2aVVR1dKZGrVrUqFELaxsbhTzFn5ED+/Yw8otBVHF0ol49L9yq18DA0BBpfj452dnk5L5x4qOnp0eFCpWo5FC4OHVwcFB6T+8CCwB+X7+WfXt3c+/ObRp5+9C2fQeat2xNVUenMu+7z8nJoZKNGfGp2SrPjYuNpX+f7lSs5MDqdRsVtnMIAvTo3I7zZ8/w4+x5DB/1FQYGBv8KWCAmuVzO9j+3cOjAfp4GPiE2NgZHJ2dc3NxwdXWnectWNGjYSOU1PiQseK2U5FSa+9RHQ0MDTU0tMjMziImOKiqjdt16fD9zDs1atAL+W7BALpdzxu8k06dMpGPnbljb2LBm1Qo8POvQq29/UpKTiIyMJCjwCWdPn+Th8yiMjI2Lzi+HBSXO+RfDgvDQF6xc9BM3Ay4zdOR4LCwskEql5OfnI83PQ1dPH1s7e2zsK2BjW2imHvjoPrevX+X2jWvcvn4NfYk+9Rp4U6+BNy3atC8KGfgxw4LXev0e5eXl0allY16EBKOvL0FPTx89fb3Cf19F0bl5/SoAXo0as++Y/1uX/bawYN2aVVy7conN23eTlSdTeo4yU/mCggJaNvLkx4WrqF2/EXu3b2LNsrlMmbmI7n36vbkPubzIIqwcFig79t+BBa+Vk53NnZsBXL54jisXz2NoaMSmbXuQGBiI+tQQ9ftQxjkIvF9YUFIR4eH4+R3H7+QJ4uPjMZAYIDGQIJEYYGBggMTAoNjfEvT1JcikUhITE0lIiCcxIYH4uFju3bvLF8NGMHnat0q3pf7bYcGFc/58MbgfWppaSAwMePki5NOGBRb/ICzYWjbLAjU1NX3gHNBGEIS0jwoWeNapK5y+eL1U+r/NZ4EgCFy6eJ7VK5Zy6cI5TExMqejgQL36DfBq1Bivht5Y29iWOk+Vz4L0tDR0dHUVHOqFhgRz+OA+oqOiiI6KJDoqCj19PWxt7dDT1ePFixCCg4OQSaU4OVejchVHTExNkUgkGBgaIpEYFHnANzOzIDIinIiIcJISE3ByroZH7bpYWVu/db1VttNbwAJBEIiNiSE4OIjgZ0GEhYXRrXsvPOvUfRWmxw2JREJ4WCif9RvAt9NnYFvMuZ9cLuB/xg9raxtq1vIo1n7iv3fJZ+TunVvs2bWD3NxcngcHERwUREJCfFH0AVW6cechrm7uJSounl8VLHit1NRU/M/4cerEcc75n0FTU5OmzVvQtFkLWrVtXxSxoLhuXg8gPDyMJk2bY2llRXRUFI0b1CboRWQRZRdTdk4OIz4fRER4OKfOXSrKL7x6Bndu38qfmzfx8sVz1NXVsbK2wdrahkoODlSu4khVR0eqVHXEydEJi1dfy0tJxUCdn5/PXzu34+BQGd+mzV5te/jbZnorZWVlERT0lKCngQQ+fsz+vbuxsbXjx9lz8GnSVPSelOl9woJpkyaSn5/Psl9+LUrLy8sjIiKMsNCXhIW+LNxa4+0D/HdgQXRUJL26dOBZUCDGJia0bd8JPT09ZDIZO7dtKXonjYyM6darD12696aRTxOFZ64cFpQ45/8JFgiCQGx0BI8f3OXJg3s8e/oYQS5HW1cHHR1dCmQyAi6fZ9DwMQwZOQ59fYnS9oiJisTcwhKZTEZ42Atc3d/A9cBH95k6djjPnj7B2MSUkeO+YdT4ycCnBQugcDGdl5tLTk42OdnZZGdnkZOTUwi1c7LJycnBzMycam7umJiYvnXZbwsL0lJT8W1YmxWr19LAt6XSc8T21S9fvICE+Di++2kpkWEvGdS9JcvWbqOBd2Pl1ymHBUqO/fdgAYj7zvjYYcGrwv9nhYWGMnRQPwYPGcrwEaPevux3UE5uHv5n/DAyMn7laNgaExMT0XHvXXwWmEk0y2HBe9I7wIKagD+Q/epwBSAa8BIEIfZD3uvb6KOHBfn5+fTo1IaEhATGTviGHr37Knyh/UccHJZoj6SkJEKeBxMcHEx6etorM6YMMjIySUyIJ+hpICkpyVSoWJGKFR0wM7fgWVAg9+/dQVdXj+o1auJQuQqVKlfBwaEylSpXprJDVUxMS09CxKSmVviFOzIivCjEjLq6OkmJiZz39+PUyeP4n/FDQ0MDZ2cXnKtVw8rKhq2bN+LhWZt79+7QyNuHrTv2kJaazPIlC/lzyx98PuxLJkyayt3bt5jz00yePQ2kU5furN2wCYDLly6ybMkCtLW1MTAwxMLCEt+mzfBt2hxDQ0PRZ6R7p7ZcOOePb5NmVHVyxs7eHnv7ihgaGpCXl0dubi4yqRRbO3sqV6lK5cqVFRwSvqm4eJu8DSwoLlmBnGdBTznnf4atmzdSv0FDflm9tuh4SMhzfl66CH+/U3jUrs3Vy5eo5FCZJs1aEHD1Ci9ePKdTl24MHDSUhiITs1W/LGfR/Dl4N/Zl49YdRXUq+VoKgkBmZiaJ8XHExEQTHhbKi5AQXr54jt/JE+TkZCOTFZoR6+roYmBggKGREaamZlSpUgUzCwuMjU2Qy+VFzn9SU1J4GvgEJ+dqxMREo6GhgWftupiYGNOufcdSESLeRcUHLJlMxsH9e5k2eSK/rP6NTl26lcr/T8CC8WNG4uFZh8+HjyxxLYG01FRO+53gxNEjpKYks+/Iyf8MLMjOzsbvxDHypfkUyGRIpTIKCmTk5uZy6fw5zp45hUwmw9W9OpOmzaBj1+6lrlUOC0qc8w/CgrzcXI4e2IXf0YM8eXgXLW1t3GvWpnotT1zca6KlpU1ubg75+XnIpFKatmqLucUbPy6v2yM/L4+LZ/1o1b4zowb35pvvZiEgsHXDGuYu+5XTxw/TukMXIsJeMmn0UFJTkln8y3oyMzM4fmgfIc+DaNWhG526f4ZVCUj/scKCt5XY75ecGM+S+bNJS0vD1tYOa1tbrG3ssLKxxcbGFhtbe/SLjWfKfBZs3/oHW/7YwIGTF5WWIQYLfpg6CWtbO3oPGs6Q7q3o3ncI/T8fhZam8vqVwwJlx8phQXGVw4I36tK+DW3bt2fEqDFFTqILCgoICw0lMSEBmUxW9J+amhpW1tbY2tphamqqtF+XyWRoaGgoHMvPz6dvn57ExkSjp6dPQkI8CfFx5OTkYGllhaVl4X9Gxsbk5+UVzZnz8vNQQw0nZ2dc3dxxdXfHuZobFSpWUvAt9Vr/BVhg0mn+P1JW0pZ+7+SzoNixUD4Wy4KannWEg35XSqXraisfXMU6QlUkS2wiLhNJL94JJyclsm7VMp48esC2vUeVPvyqFohlnbiI1e9dvEgr6yQEQSAiPIzAx48ID3vJpQvnSE5KIjMzg/CwUNTV1QvD2DVvSbsOnahbvwFaJbaDRISH8dfObVy6cI47t25iZW1DamoK6WlpmJqZkZeXh2+TZrRt14FWbdpjX6FCsXuClJQUThw7TKPGvlSpohhaLioykoXzf2LvXzupULES337/IxUrVuKzXl1xdnYhNPQFBQUFzJm/CGNjYzIzM4mKjOTCubPcunkdD886ePv44uLiirOLK07O1Yr8P8TGxDDlm/EEPnnMz6vWYGtrR3h4GOZm5lSvUfNvv9C/jYpvVcnKyip0GKiurnQw+XXVL/y8dBGZmRnk5OQgkUhYt3ErHTp34UXwM0YMG0rgk0d8OXIMk6dNx9jYGFmBjFs3rnP0yCG2bd1M1249qeTgwOaNG6jlWZs5CxYrtKlcLmfS118R+OQJ0VGRxMQUegqeOXsuQ774EqlUSujLFzhXcyk6p+S7lJ2djWMFCw4cPUlKSgrxsbFER0cRFRVJbEw00VFRhIeF4uZenWourlSpUhUzc3NMTc0wMjHBzr4C1WvURBAErl6+SOhqGS3QAAAgAElEQVTLlyQlJbJ54wbc3Kszb9FSKr+6Z9FFl4oXSdlrfO/uHXp07cDPK9fQtVsPhWNiW3fKughVdWj3zj/5dtJ4PGrXpUmzFpiZWRD87CkP7t3h8aMHePs0QSIxICMjg+17Dqn02SFadhm7hOw85YtgsbJVh95Tfo7YJFJZcl5uLmfOnuXsiUNcOHMcG7sKtGjXhRbtuqJjVaH0Ca9kKDJxF3tGsmXK650tU25qLVVRb32RRZ9YyDA9FQ6ulI0/MkF8Uq0r4ptDRyRdXyRE3JKLIUrT+3jaKE0HqKBVwK6tv7Nj8zrcanjQe8DneNSuTxWHwt8pNSWZfbt3MHT46MKtNyLP1Ou+JST4Gft3b2fK97NL5UlOSuTbiV+xbssuAh8/RC7Aowf3mPntBKrX9KRj155UdarG8cP7OHn0EJ516tG+S3fsK1TE3MIKKysrzC0sFZwFFi+7LBJbTIgtBsXWRGL9mqq5kdgRZe+lIAg0q+eOrp4+I8Z9Q1JiAvGxMcTFRBMXF1P4d2w0xsYm1K7fkDqv/qvhUReNYs9Pv66tiI+NoXGT5tjaVWDU11MUjovBskG9OjJs1Di0dXT4YfJ4zl5/oBI+5Yj0RQB5ZYR4Yu0kNi8TC7UIKiJNiDzPYhDIUFdlEDClEgtOIb4tsGxQ+F3WrWJtKwbRygpmQfyZ0hX5nd7n1kbRU8p6rQ+8FWDN6l/YtWM7QU+f4OrmTnZ2NqEvX2BhaYWVtTVaWlpoamqiqaGJXC4nPiGemOgo8vPysLG1QyIxKPSXkJFBZmYGubm51K1Xn+9mzKJFqzavQoGH4NOgDvMWLWfgkC+Kys7NzSU+Pp6E+HgSE+PJTE9HW0cHbR0ddLR10dbRoaCggJDnz3j2NJCgp0949jSQ9PRUnJxdcXWvTtOWbWjWog2GRkZUMtcthwXvSX8HC9TU1HYCzQALIA6YKQjCxmLHQ/lYYIGVtY2wcMU6mrZso5D+T8KCgoICzp85SVZmJjKZFLlMRl5eLpfO+3Pj2mWatWrLhKkzcHJ2FrmnjwcWqMyPQHJSEs+Dg/D3O8XJ40eIj4ujRas2VHRwwNLSint3bnPq5DF6f9aflq3b0Kixb9G+fqlUSnJSEiampujq6Irc09vdS0J8PGbm5mhoaFBQUMChA/uwsbGlcpWq2NjaoqGEwmdlZXHl8kVuBAQQ/Kxw20PI82DMzS1wdnGhqqMTFSs6kJAQz97dOwE1TExMkMlkREdF4uLqRvsOnZg2fYbCBElMubm5xMbE8PjxQx4/fMCjRw959PABMdFRZGdno6Oji5oaODlXw7maC9VcXHGoXBkrK+tXMavVmDZlIjnZ2Zy+cFUBRKWlpLB8yUIO7t+LlrY2LVu1ITU1hfi4ONyqV6dBw0ZUrOTAgM964ubmzl/7D7Pql59ZtWIZ2//ah4/vGxP84k0ul8tZtGAu2VlZtGjdhmmTJhATHYVXw0bMmrOAGjVrlXqX4uPi8PHy4EVknPjvFRfH7r92sHHDOgYOHsrkqd8B4otHgKCngTSsU2hynJSZj7q6+v8MCxLi47l08TwXL5zj2NHDGBoacedBoEL+fwIWAGRlZhJw7TIXz/mTkZ6Os4sr7tVr4tWoMWpqavTt0ZHO3XoybMSY/wwsiI4M5/yZU5z3P8X1KxdxdK1O87adadGuM3YVHIryx2aWdkj6WuWwQFEfEhbER0dwbNsGrpzYT4s2Hfl85DicXasXHd+8ZhmaWlpERoRjZWXN+MnfcSPgCq5ubhgYGHLh7Glat+tYtF89MyuHPzetY/jo8UrHp4KCAg7u3cWfm9Zz8NQFDu/fjZaOLm3adyY7K0vhy7i6ulph33nyKGf9TpAQH0dSYgJJiQkkJyViYGiEhaUlVao60bJNe5q1bo+Nrb3Suovpn4IFMpmMJ48ekJ+fh4WlFZWrOP4tLEiIi+XF82DqN2qMuro6jx/eZ+Gs6URHRbB09e941Kn/qg5vyooMD+PurevcvRXAjauXSUpMoEXbDrRu3wVv3+aEvQwhJDiIlOQEFs+ZQat2nZg0fTZ29oVQSGxh51vHhR/nLaF56/Y0q+dOpcpVMTU3p0at2oyZMKVU/nJYUFrlsEBR5bBAUbJXH6Du37uDoaERjk7O6Ovrq5wjZGVlERsTTVZmJgaGhhgYGGJgaIiurg6HD+5n4dzZmJqZMX3GLBo19mXbls1M+noMM2bPZ9zEyUXXEbXoFilbWiAnLS2V58+e8uj+Pfz9jnPr+jXqN/Tm3JlTnzQs0LJwFEw6/zOwIHFz30+qLVXCAn2JRMjLzUVDQ5PqtTzpM2AoPT4biIG+jtL87xsW5OfnM3XscEKeB+Ho7IqWllYhpdPSok69BrTt1BUDg8LFsLjZ18cLC7Zv2YSpmTkdOndVWnZYaKH1QUx0FAnx8djbV+CLL0dhbGKism7v27FdWa5T/HErKCggIiKcZ08DCX35krCwUMLDQklKTMTQqNDHw+VLF7CvUJEmTZpx6+YNdHV18axdh4yMdDIyMsnISCc9LY309DTS09JIe/UvgIWlFSYmJqSlphZ55c/NzSE1JQVdXV0qOVSmQSNvPDxqExEeRlhYKImJCSTEx5OQEE9OTg6bt+0qFd7w9cJHEATu3L7Jju1/kpmeQU5uDpqamiQlJfLk8SPq1qvPnAWLcXauRkpKKh7uTly5fpcKxTyIl2yq5UsWsfKXZRgaGjF/0VJat23P5o0bWLp4PgMHf873M+cq5N/+52Y2rv+Ni1dviLa5upoagiDw7ZSJpKWlF20ZUQULzp89Q/dO7QAwMjbGxdUNd/dCENK+Y2fMLSxKtYcyvX69/9zyB2NGDgOgY+euTJ76HbXr1C0Ffv4pWFBSkRHhXLtykWuXL3Hpwjk869Rl7aZtKr/EfsywIDsri+ioCCLDw7h2+SLn/U+RmBBPk+atadaqLb7NWiFoGyi9TjksKK1/EhaEPL7PkT/X8SDgAi2692fi2AlY29px92YA+hIDXNxrEB76AjMjCVKZlIS4OOrUb8DkcSPQ1tGhd98BVK9Ri6kTv2L1+s2sW72CjIwMvp7yPSuXLWDEmAnoFdvK91rJSYnM/G4S38+aj41d4cJe7DlUtSVELpeTmpJMYkICTx494PTJY5z396Nipcq0aNOeVm07UsOjtlJLweISKJwjrFu1HANDQ+zsK2BrV4FKlSphblHaf8vbwoKcnBzu3b5BwNVL3Lh2hXu3b2JuaUnYyxcYGBhy/WEIAvD0yUNkMhkFMhmyggLycnO5ffM6l86dITIiDCtrGzS1tJg0fRZu1WuxeM4Mrl+5wM9rt+DVyOdVHUTqJkB42EvOnDjC6ROHeRb4GJ9mrWjdoQvNW7ahoKCADb+uYMeWDXw3awF9BgwVbfPjh/cxb8Y0POt58cXIseTl5bFw1ve4Vq/BklXrS+UvhwWlVQ4LFFUOCxQlNpcqY+Ro4E1bFRQUsHf3LhbPn0NMdBSOztXwbdKc3v0GULOWZ1H+d4EFJZWRnk7A1UsMG9Dzk1rgllQ5LHh3/e02hL3HL3Bwzw7+2vYHjx/cRSaT0aZ9Z76aOAXPOvUUBuT3DQtOHTvI2C/608inGQ19mtKgcRPqN2hUptBEHzMseBr4GG1tHao6OomWXdZBCf49sODvJJfLuXb5EhPGj+FZ0FMWLF6GXC4nNycHQyMjDA2NMDQ0xNDQCCNjY4yMjdHV1cXc3AKJRMLE8WP4ff1apkybTpduPdDT18PAwBBrGxsEQeBGwDX+3PIHp04e55vJ31KnTl1SUpLJyMygZk0Pqrm5K52wFl/4nDt7hkH9etO9Z2/sK1Tk4YN73LgegCAIjP5qPC1bt+F58DOuXrlMWmoqv2/epthWJa597cplAq5dZeRX49DT0ytKXzB3NomJCSxatqooLeDqZYb0782h42eoUbPUlqciSfPzGdC3F4kJ8WzasoOqjoUxwVXBgmdBT9mwdg3Pg4NISkyilmdtqlSpwsMH9zjnfwYPzzp06tqNQUM+x1hZVIpXev16y2QyAq5dxf/0KfzP+BHyPBifJs1o1boNHp51qOrohLm5uej2ow8JC1b9vITfVi7H27cpjXya4O3TBFe36kXv6McGC7KzsvE7eZT42BgEQaCgoIDYmCgiI8KJjowkOiqC7Ows7OwrYlehInXqNaRZq7bU9FSENylZ+UqvXw4LSutDw4Jetay4c+kMR7auIz46nHaffY5bnQY416zD+a2r8G7akvjYGIxNTPFu0oIv+3flh9nzqV7zjePZlyHPsbWz59H92/idPMaPcxYCFPWp2rqlAUFJ5efns2HNL4wePwl1dfV3ggXKlJsn5db1q/ifOo6/33EyMzJo0bodLdt2xKdpC6XwQkBAEASG9evBuTMn8WrkQ1ZmZuHznZWJjZ09des3YOHyX9HT1xeFBZkZady6fpXrVy9z49oVnjx+gKtbjULnyI18cHJ2YUjfrkSEhfLFyLHoSyT8uWk9DlUc0dHRRkNDE01NTTQ0NXGv4UGTFq3xrOuFhoYGZ04eZem8mURFhDN4+GhGT5iKRGJQrA7KVbJvSUyI46zfcU4fP8yt61ep69UQ+wqVOHv6BL/9sYtateupjH6Rk53N2OGD0NLSZMa8Jfh4uuB35Q7OLm6l8pfDgtIqhwWKKocFivoQsKDo2jIZWZmZSAyNleZ/H7DgtT71bQjlsODdVWafBZcv+HP7+mUO79+Dro4ufQYMpkef/lhaWX+QbQjxcTHcuXmduzcDOO9/Ci0tLYaNGk/XXn0V9j1+irAgLy8PNTU1tLW1/5OwoF/vbhw/egSA9h0749ukKUZGxmRnZ5GVlUV2VlZhHNysLLIyswgKCuRZ0FMqV6nK/EVLqe/VkMUL57L6l58ZNWYsi5f/orScJ48esWDubOLi4jA1M0VPT5+7d26TkZGOj29TfJo0w8rKmpiYaGJiooiLiUEqlaKpqUlGejr37t4h8HlY0SAmCAJ7/trJ3NkzychIp2mz5kilMmb+NE/B/wCIj3slm6m+Z3VGjPqKz78cDcDhg/uZMuErfvt9My1atVXpnCkvN5dO7VthYmLKhk1biyI6iA1w6enpNG/sRdfuPWnU2Ac9PT12bNta6Ozx0jVycnI453+abVs3ExkRwZHjfkqjRID44JqQkMA5/9Oc9T9D4JNHvAh5jlwup0pVJ0aMHkvfAYP+Jy/7f3OoSEcO7mPW91M5duYSNrZ2SvN8LLAgPOwlKxbPx+/4Eep6NaSqU7XCa2hqYm1ji419BezsK2JfsRJm5hZF7SvGjMphQYm0/ydYEP/kBs/3LEVP34BOg0bSoGUHcnOyWD5lBNNXb0cnJRobOztMzSwUzjMQWRTl5WQRER6Gto426urqVK7yCh6+hd+A1NQU9u78k+Gjx3N4/27qNvBWun2grLCgZNkvQ57jf+oY/n7HefzwPmO+nsKw0eMVxvzX2xBkMhm9O7agfsPGTJ+9AE11NRIT4rl98zo/L5qLkbEx2/YeRUOz0O9NfGwMNwKucDPgCtevXSYi7CWederh1dCHBt4+1K7rhb5EUrQNIT8/n0P7/iIuJpqEhHgEuZzBw0fj6FytVD2UvZcFBQWkp6VhrCRKwtvCguLKykznor8fD+/fYdjo8VhaFVqdqIIFL54H07tjC3YcPImLW3VWLpnPvr+2ccT/KkbGJgr5y2FBaZXDAkWVwwJFfUhYUFSGSP9cDgveXloWjoJplwX/SFkJf3z2SbXlOzs4FASB61cvs3vHVk4dO0wDbx8+GzCYth06l/oa+74cHAqCwNUL/qxduZTMzEx+/m0Tjs6Fi69PERbM+XE6tnZ2DB819j8JC9LS0ngZ8pyI8DAiIsKJjAgnLS0NiUSCvkSCgcQAfUlhDFyJRIKjkzM1atbi3NkzfP/tFPT09IgID2PA4KGMG/8NtvbKF4Nig0lYRDiXLxTusU9LTS2MOW5ri52tLTo6usgKZMikUszMzAs9+xer98kTx+jTvQt//LmDnr0/E63328KCK5cvMmrYUFq0aktObg43r19jzYbN1PdqCKj25KyupoZUKqVfnx7Ur+/FtOkzAPEB7sC+PaxcvpRzV64XOd38cfo00lJTOXzC7809CgITx41BKs1n7fpNSq+l0lq+hJKTk7l79w4/Tp+GqZkZP6/6rci54oeABXdv32JA7y78deAYNT1qi+b7GGDBqeNHmDZhDEOHj6L/kOFYWZfe414WB4dQDgtKpf3DsEAQBIL9dhB0fAvfzFuBZ+PmAJz6azNNO/dG79UX6hpWyr84icGC18/U7h1/oqmpSY8+/YCyOxlcu2o5Xt6+eNQuPR/6X2FBcYW+COHHbyeQm53N7qP+RemvYcGFs6eZMnYExy9cx8LSCk11NRrWckZLWxsbWzvsK1Rk9sLlGBiasGrZAn7/bSX1G3jj1ciH+o0a4+FZp5TDRXh/Dg6hMMxwWa6jqm8RnQuIHDiwZwfzZkxj6ow5fDZwKPv+2s6SOTNo4O3Lgp/XKPiagHJYoEzlsEBR5bBAUeWw4ONQOSx4d6mEBW41awt/HDhXKt3WVE/h/zMzMjh+ZD8LZk0vDAGkr4+BoVGh0w5DI4yMCs3FbWzt6NKjDxKDYmZ4YosokRdGWlBoerhjy+8smz+L+g29adWuMy3btMfcwrJUfrHODsT7HLEQM2KdsFgYGVV9WllDq4mGXHuHYUbMMVRZO3rxgbLMt1Tm0DpiZbyumVQq5YzfKRp6N8b0b0JOiv2uYososfYofpm42FhO+51g4ODPVZ4jOgAouaf0tDRm/fAt2jo6fDtjjsIkTyycKcDjx4/Zv2cnO7ZuYvWGLTRpVhinW6ze0rxcfOvXJC0tleysLIyMjOk36HOmfTddoS3Dw8L4YnB/Kjk48MefO0TLVyaxZydfJkcmk7Fm1QpW/ryE/gOHYGtnj75+ISCq5VGbai6uRflzpSpC6YmUoatd2FaTJ4zjjN9JVv22Ht+mzcs86Kr2G1A2ZeQqXxyLTZBfL2alUinL5v3IiSP7WbHuT2rX8+JpfLrScxJzlIc3E5s6uJsZKU0Xm4QD6Ik4v83OV16/gKhkpempOcp/1xwxaAQY6Yos2EVCxIn18wC5SibQ2fniZdsbK4/WYiKyMHkQm600PS2nsJ1keblcWDuTlMgQ2k5dydjWhXOOgoICtm9YSc8Bw5AYFv4+FobKfQiJjUti74zo81wieeOan5FIDOg75EvR37v4eJWXl4e2tjZqamplDxH6quyCggKq2RnzNDKlaGH/+r18eO8OI4f0oV2n7kydMQeJvh513RyY+sNP9OjTHw0NDWKiIwl7GcK4EUPZc8QPJ+c3Fl5i96Tq/Rabb4uGWRUpQ2yhpgr+ioG3kiVnZKQzc9oEHt27w68b/8S9Ri3u373NF/17smnHPlxqKAekqhaPomOGTGw7ivLrvMvHnZIhqovSRd5vHZHnXywMolhf+3f3pTy/yIG3/TrwFirrKaKwQMXiscyhIVW7GSmdX9XHvDIeKOtc+F1CM4q1oWi6SBmqIEJZ5xVic8gckX4+LVsqeq1aFQ0/qQVuSWlZOAqmXf8hWLCpHBaUggWv1aiWI4Ig0KR5a9p16kZmZjoZGRlkZ2aQmZFO0NMn3Ay4ytDhoxjy5WhMTc3eGhYIgkDoyxfcunGdB3dvkZ2dTWZGOnXqN+T2jWtcuXiOUeO+YeS4SQqWDR8zLLh5PQCJgQT36jXLYcFblvEuy7cPAQve9pyywAIoPZHzP3WcqMgI2rXvSIWKlYBCeBcZGc45fz/2/rWDhPh4uvX8jO59+lGj2B5msXpraaiTk5ODTCpFT18fzVfhOYsvDE4cO8K4MSMY9/Ukxk/85m+dkZWSIJCYmIienl5RxI6S9Xv5IoQdf24mIyOT7OwsLl04R+u2HVi07M12kv8FFgiCwNxZMzh75jTnrlz/qGDBs2dBnDxygCMHdmNfsRJLVv2OqZk5wAeFBXK5nJz0VFKSE3Go6lz0bLyWKlggCALPnjzk+pXzqKuro6enT1SegHWlqji4eSjk/y/DgoyEaE4t+RoTuyo0HT0bLR09hnjaceLALtxq1qayk+JWpneFBedPnyQ7K5MO3XoBbw8LIsNDMTAwRE9fgomRROkpGupqHD20j4U//UB0ZAR6evpUc3XHxc0dF7fqVHN1w8WtOhavIs+ISS7Avds3WbNiCQ/u3eb8zcc8f/aUsJchGBoZY1/BgapOzqQkJ9G6cW3GTfqOL0aM4cLZ06xavoinTx6Rm5uDiakZVao44tO0OROnfq9QxqcIC+7fvcWEEUNo5NuML0aO4c9N67kZcJWI8FDmLfmFnp8NIFfkXSqHBWW7L+X5RQ6UwwLF/OWwoJTKYcGHUzkseHf9rT1WSlIigQ/vkJGeRtsuvVXmnT5rAds2b0BLW5vmrdu9KaTYwBcS/IzfVi6jSb0a9B04lC/HfI2llXWpaxUUFHDv9k0uXzzH3Vs3uHPrBnp6enjW9cKjTj0kBob8OPVrXN1r0tCnKRUqObB0/ixu37zO+q27y754+RcqKjIcU1MzqF7z//tWyvUvVFxsDBO/+hLfZi1ZvnAOunp6pKenIc3Px86+YmHIxbmLqd/I563CTRaXnp4e6CmHgrt3bmfWjOls27mXht6Ny/S1cOOGtSxeMI/EhAQMjYxQV1dn5uy5DPl8WKl3tkpVR76fOQeAiPBwTp86wdAvvixTPVRJTU2NgGtXGDlm7Hu75oeQTCYjIz2NmKhI/E4c4cSRA6SmJNO2YzdmLfiZ+o18Pmh/J5fLWbVgBv7HD5KSnPAqxJMRUqmUzwaPoHu/IRibmCGXy7kZcI2j+//iwZ2buNXwwLN+QypWqsyFs6fxP3kYQRDwad4GTU0tcrKzeBYezqMrZ1l5IRgNzbKbB39qinp0A/8VU/Do8jm1Og9RWEhraGqioVnaXP5dpa2jg75EQmZmRlFUobdRhUqVeXD3Fr/9vJDNuw6I5qvfwJsWrdtzYM9O6tZvQNMWbVDXUOfZ0yccO7yfoMAnqKur4+Lm/gokVMfZxZWM9HSCgwJ5/uwpTx4/IjU5iaEjvqJZqzb07dKG+LgYatWuR3paKs+fBWFlbUOlylVxqFKVzwYWWnI1bdGapi1aExMVibGJKfoSybtB7I9Q+fn5DO7VCak0n9iYaAb26ky/gUNZsnIt1Wt6KN1yUa5ylatcn7zUyh62vlyFUmlZoKevL6ira5KdlQHAteAUQNyyQOxaJSl5VmYmq1csZvXyxQwbNY6Z85YUHbsRcIWdWzdx7swprKxtaNK8FfW8GuJZtz62dvZFX4NkMhmzp09Cmp+PppYWWpqaaGppYWRkzKjxk9HWLvzS8zFbFrxNerllgaL+K5YFYaEvGNS7C07OLnj7NsXDsza2NnaYmpljYmqq0CGK7VFTZVmgTHraGqSlpVGjWmX2Hz5B/QYNVdZNmVo2bcyoMWPp3qMX2traPLh/jwnjxqCmpsaKVWtwcVcEY4IgsGXTBubN/pFxEyczbsJkheP/i2UBwKjhQ7lz6yar1/1O3foNleb/pywLBEEgNjqK588CeR70lMAnDwl6/JCQ50Ho6uphbmFJ81Ztad+5OzXreIkCgvdpWVBQUMD878bx4lkgc1f+gZWNHQb6hf1/4KN77Nz0GxfOnKChb3Me3ruFkZERnXv0pW6DxgQ9ecjdWwGEvQyhbkNfWrbvikv1WgrP5spNGzm9bR1TNhxAW/fNuPJfsywQBIGbBzcTsGcDLcYvpKKHd9Gxp/77aVerCk1bd1R6rbe1LMjPz2fbH+u5ffM6wUGBhL54jrm5JenpaTTybUa7zj1o2ro9+volrAVEmikhLhYba8uisba4io9XqakpbN/8O5vW/8qMnxbQvXe/ojrHx8Xy7OkTggKf8OzpE4KDAjE0MsbZxQ1nF1f0JQbcv3ub/X9tx616TYYMH02LNu3R0NBAEAo/Kly5eJbL588yYuxELCytVHy1Vl6PT9GyICszk4jwUCLDQ7GytKSuV+m+rdyyoER6uWVBKZVbFpQ4p9yy4KOWlqWjYNZ14T9SVvzGPp9UW6qEBVa29oIaMHPpOuZMHY2NXUUyM9NJiI0GwNHZheo1Pfhu5nwF78EltXD2dPxPHSc9PY20tFTkBQU0a9WWL0ePo4F3E4XJ4+qfF7Ni8VyaNG/FzPlLijw1v5bYBE+sm/iYYcHGdWuwsramc7ee5bDgLcv4L8CCe3duMWxALwYMHcYf63+jW6/P2L97B6PHTgRg4NBhWBWz1nlbWJCbm8uOLRvJycpELsgpKCh4FVYtl4z0NDIz0khJSeHCOX8mTf2OH2fPVVk3ZZo7eyabfl/H5Cnf8uWoMejo6CCXy9nyx0Zmz/yBlq3a0uuzfjRt3pLoqEi+HjOCjIx0Vv22EVf36qWu97/CAoBDB/Yx7Zuv6dW3P9/+MEshZCV8eFiQlJTIlAnjuHDWD319fRydXXFyccXVvSbVa9bCxbV6qdBxYiEm4f3CguSkBCYN60NMVDg5WVlYWttibWuPk6s73/60rPD+E+I5d+oIteo2wMPDQ+m1xHwWnH4UzJ4Vswl9fJeeX8+glk9r1NTU/lOwIDcznRMrppOeGEOLicsxsiqMLiAIAggCSeHP6FfXEbuKDkqv9Taw4GXIc8aPGIKZhQXtu/TEycWdqk7V0JdISEtN4cyJIxzZv5uU5CT2n76qeCGRZtq64VekeTmM/WZaqWPKxqvff1tJRHgoPy1crpAul8tf+TNQPOf5syBaetemV79BjBo3qVT0AbH3shwWKEpL5FrlsKBEejksKKVyWFDinHJY8FFLy9JRMO+26B8pK+733p9UW6qEBTq6esLgkRP4YuxUsrMyuX/rGuaW1tR0LfRNEBIcxK8rFmNtY0vfgZ9TvaYnOrq6pa7TpXVjxoyfRL0GjQ3yAhEAACAASURBVDA2NkFXT69oYqCs+LjYGDb/voYdWzYxevw3jB4/qejY38ECqVRKZHgYOTnZVHN1R1tb3OTu3w4LXjwPRkdXF/sKFcthwVuW8anDgpjYOFr71GP+spU8fviA1JRk5iz6mY2//VIUfvDQ/j14NfCmfacutGnfCTMLK6XXKl7vgoICvho2iLS0FOrUrY+GhgZq6upoaGigra2DiYkpFuamGBkbY2JsgrOLK8bGxirrJqbAJ4/5cfq33L9/l+49etGz92d4NWhIcnIyO7ZvY+/unYSHhiIgMO7rSYwZPxENDeWLrvcBCwASExL4fFA/WrRuy/iJitYLHxIWBFy9zOhhg+jQrTejxk/GxFQxBOXfOThUpvftsyA9LZVDuzYT9vI5T+7d5uXzp6ipqXElMBZdXUWw8i4ODgVBYP+qeZz9ayNTfz+Eg1ut/wwsiAt5wsEFX1O1ri/Nh39LluzNs3n/8GbUNDSo1XEQQzxFIrnw97Ag7GUIXds0YeK0GQweNrKUR3u5XM650yc4uGcH5/yOc+NptOI4LtJMyUkJWJiZoqNTunxl49WBPTs5e/oEqzdsLbysILB31zYWzP4BDQ1NvH2b4O3bjMZNmlGhogOCIDB5/Chio6PYuGN/KQuGcligqHJYoKhyWFAifzksUFA5LHijkGdPuXDmOCsWzPykFrglVQ4L3l0qYUH1mh7C8fM3SqVn5L552GKjo9j463Ie3L3Ji+AgqrnVoOeAYbTt3BNNLS3kcjmftW3AivVbcXUvvfderDPS0VInNiaa/t07oKamRjVXd5xdXLF3qEJ2ViYpSUkkJydiZmaBb/OWXDrrx4WzZ7hz6839HvO/TE1P8d9KtJMU61RFBlGxPTAGIpNXeLvBMj0tDQ1NTSQSSZnD4ajqb8Qc54sNomKTDdHwQOJFi7aVaEihdwEPYipjW5W1zVUNPmLniE1QSk7oBUHgyKH9zPx+Gn36DWTq9Jm0a+7NrHmLaejtozC5zEhP54zfSY4dOcTZM6eoUNEB3+at6Dvwc6o6OSste/miuWzb/Dv+V+9gZWmhUG5WVhaZGekcP7SflT8vZdyESXTt3hP7ChUA1b+3GPRQV1PjWdBTDuzbw/69u8nOymL2vIV0fOVsLfTlC9TV1ankUPlVfhWFiEjVYlCZtvyxiYArF1n260aFdDEYqGq6JuorrkR6n04t6dV/MJ16DlCaX6wOxfvgkhILR5iQozzkYXqe8oV8BcNCEJAUH8umpbN4ev8W8dGRmFpY0bhtF3zadcOlVl2Fc3IKlJedmK08DOONO4+49Mdi0hOiaTpsOg61GwPiEyaJjoo+tYzPSL6K5yNLJBScmG48iVOa3su7ktL0RrZGHNq1mT9WL2bijIW07NgDAGP9N3A7JTmR3JwcbO0rYqKvHEaA+Pa/120YHRVBl1aNufE4FHV19aJnSiqVcuzgHtavWoauri59Bg2nRdsOmJeAi8rGvcyMdIb2bMPBU5fQVeLbRF8JNPL3O8GvK5ezY/9xNDU1eRkSTPOGHoz+ejL9Bg7mysXzXL54nisXz2NgYEADb18iw0O5dSOA/cfOFG17UnVfID6OlTWsoaq9rWJli0ExYz3lHy1EIfJ73OIkNscS61tULqJEDolZcIotZMTKELtXVWWIhfHTFFm5ioGYsgKBd9E/sV1afE5Yto9gqiS2MC8rqFNp+VvWthKdl72n679HqWpysf5IbL0iFlY6LUf5HGHWtIkkxMdgYGiMrq4ed29eIz0thdYde7B94+pPaoFbUlqWjoJF98X/SFmxG3p9Um2pEhbU8qwrHPG/WipdbKKalp7JzasX2b5xNYEP72FgaIRMJqNCxUr8secoEolBqXNUwQIo3Gf5/NlTngUFEvw0kLDQl0gMDDE1N8fMzJzoqEgun/fHzb06Q4aPIiM9jbEjhuJczZXDfhdEvwDAvx8WLJo7E/sKlRg4dFg5LHgf+khggSAInL9wkbjYaDIzM8nKyuTU8aMkJyUyZ9HPNPZtilQqxbWyNXcev8DYxKTUBCg5KYkzp0/SsXM3bt25y54dW3kZEszIsd9gYGiIVyMfhS81d2/fZOWyhdy4dgVbOzsyMjJIT08jMyMDXT09DA2NkEgkeHjWRl9fn+PHjuDs7ELP3p/RvUcvbGxtldZPFSwormtXLjPii8HMXrCUjl26KcmvvP1Uqayw4Nq1ACaMHMLxC7cUzP4/JCzo0LwB85auwqVGHaX5/w2woLgSY6PZuHQ2l08dopKTK8t3n1FwnqkKFgiCQFxYCCH3bxLy4CYv7t8kJyeXej2H49FhgILzvk8VFsjlch5dPMHlbaswt7Rm6k/LqVT1DcAz1tfi6P7/Y++sw6pIvzj+uVy6S0pQpAQEC1uwu7t1jbW7u3tddS3s7u7uTlRssBVRui7N5f7+YJcVucMKIqi/+TyPzy5z577vmbkz77xz3nPOdyd1G7dg6bzpWFhZ075rrxw7C25cvcTCudMJCw3hyNnraGppESOLY++OTaz1/ouCNoXpPWgElavWFLxmhZ57ycnJfHzjT+Ei9hnkkEG5s+Bj4Ac6tWnKuzevKelRhvKVqmBhYcnEMUO5fPshBa1t0o/H7+kTbly7jLWNDZ5VqqOjk1l1QXQWfB2is+CL7aKz4Ku2Z4XoLPg28tNZcPrEcf6YPILQkGA6/T6Ail41KFGmAioqKngUMfilXnC/RHQW5JxcdRZ8ftFGRoSTEB9HSkoyzk4OSCQSTh45wAv/Z7iXLM37t2+wdyxK+YqemeS34F9nwZcIPUQ1VFWIj4tDW0eHly/8aVyrCqs2bqd85aqCx/ejOws+R3QW5AI/gbPg1s0bjBs9gsjISFzd3NHR0UFbJ00+s13HLkhUpJw/c4pJ40YQHx/P/EXL8axaHQ31tHtIJpOxZsUyvBcvxLpQIdTV1RkyaiJ6+gZMGj0UIxMTXr3wx8DAiKWr1uPg5Jyh/08fA4mJjkBPTx89PX109fTS78/PwzqTkpK4cO4M+/bs4vjRw5QoWZq+/QfSoFGTDO394yy4f9eHqZPGMW/hEhwcnZReO9evXqFr5/ZcvHEPI+OM4fh54SyITUhhRP8eAMxbuia9gOD3chbs27WVpfPncOTcDVBVHkr+ozkLnj++z+Q+7YmJjMDMyoYCVtYUsCiIiYUVpuZW6JtZYmJuibG5JWrqmrzxe8SLh3d5cOcGrx7cQUNbB/viZbEvkfYvRrug0jHhV3MWKBQK/G5d5NS6+ahIVRkxZgplKlXLcOwKhQJDHXWmjBrIuOl/AqCmro5EIsmWs0ChUHDr+hUWzJ1BYMB7Bo0cT5MWbZBKpRzcu4NZk8fiXtKD3oNGUqpM+fTvCZ3zrMLSl/0xmRp16lO2gmeG7cqcBZD2/I6MjMDn1nWuXDzP8cMHiI2V8eD5e6XzAKHnZFZ2ic6CjIjOgi+2i86Cr9qeFaKz4NvIT2dBfKKcxMQEFs4Yz/u3r1iyYW/6XOdXdxaoF3BQmLbIG2fBx1Utf6lz+d2cBZ+jp5U2CShqkXl1wMjEFLfiJdHR1aN1+y5UrVkXyNpZEBYaQmDAe2JlMpyLufHpYyBTxw7jzs3raOvoIJWq0rp9JwYNH42+gbHSduDHdxZcuXQBfX0DipcsJToLcoOfwFlQ3MWBIcNH0r5LZilBgI8fP1K/pic6OjoYGRnzMTCQXv0G4uziwq7tWzhx7AjVa9Zh7MQp2Nk7sNJ7MceOHOHlc39ksmisbQrzKfAD1evUY9zE6VgXKpypDzWBl2OhHNCE+HicHQpRsmQpdu07nCGH+R9ngb/fM8qXckvfPnrcRBo3bY6be8bq+IMHphU9nD5nfoY+8sJZEJcoJz4ujq5tG6OpqcW8pasxM7fMdWdBaEgwa5YvZueW9Ww/cBJnVzfiBF7YfzRnAaSNwYnxcYQGfSQsKJDQT4GEfvpAaFAgwR8/EPb39uTERAo5umBfrCRWrqWwK1EWI7OMESgvQ5XXUfhVnAVVCibx+MopHl06gTwlmdrdhuJauTZVCplk2ndc/y4MHjUBJ5fMhTy/xlmQnJzM8cP7We29mKioCPoPGU2z1u1RVVUlMiKcCSMH4f/sCXMWrcK9pEemdnLiLIgK+cCR/bvpPShjnY+snAVf2h4ZGYGpifLntOgs+HZEZ8EX20VnwVdtzwrRWfBt5LezANIU5Xq2rY9n9Tp07z8CiUQiOgtykV/NWZCnwtZbD5ziwb076BkYEhYSzJ5tG3n/9jWXz58BwL1E6XRngRD3fG7xW6vG2NgWQVtbm2ePH6Gmrs6ocZPZc/gUUVGRaGvroPl3gabkLCY6PzrRUZEZQnxFfj0UCgXnz53h2dOnfAz8wIcPAXTo9BsSgYmOmbkFPo9epP/99MkjanuVw9XNnbbtOzFlxlzMzM25deMaO7ZuQoKEMuUrUr12Pdp17sa7N6+xs3dER1c3y4JO2UFLS4vlK9eywnspLo6Fade+E3XrN6BCxcqo/l2UzKmoM2GyJDasXc3wwf2ZO2s6q1d6o6enT/0GjShbrjwe5coTHBREJU+vXLErR8eirc3W/SdZOn82TWpWYtaCZdRr0ChX2g769JFVS/9i9/ZNNG7emsNnr2EtUOH+R0dDS5uCtvYUtM2oVvN5GkKqXI7K3+OXUM2CXw2FQkHcBz8in14h8skVnpNIMc86NOgzliLFy6WfD2X0HTkZh6JOgp8LERMdzbZNa1m/ahmFbIswcPgYatapD5K0MSQxIYGu7ZriVrwUh05fRaqeuQhxTpGqqmJr5wDA9k1radKibaaUhKyQSCQYGQk79EVEREREch9VVVVmLlrDkN/b8fDeHRau2ZHfJuUN+egk+pnJ08gCZbx//ZKw0BCKlyqDmtq/3ndlkQW+93zo3bU946bOpkGTtIJQKSkppCQnY6ivfIKSlbPgR48s+BwxsiAX+MEiCwIDPzB8UF/evnlDlarVKVjQmqLOzjRo1CRTgcN/ULY6Fh0VhbGxYfrfQwb05szJE3Tu2oO3b16xa/tWAF4Fx6Y7nxQKBc+fPsbI2BhLqzSptuTkZC5fOMvFc6cwMjbBqagzDk5FsXdwQlNTMz2yIDgoiLs+t6lY2QsDA4MMv/fLly/YsW0LZ0+fwu/ZE8qVr0i1mrWoVqMWLq7FkEqlhIaEMG3yeE6dOEbzFq0xs7Dg7p3b+Ny+hTw1lVsP/ND+QiowryILPuf2jSsM69ed2vUaMmHa3HQH5L98fWRBUlISJR2saNKiDYNGjsPSyvqLvn+uyAIhslvg8FeJLLj5+BPh90/z4ew6VFTVMXL1wtDVk86taiuNEPKyyfiCHBEeystnj6lZq5bS9oUiCxQKBa0a1cTE1Iz+Q0ZSvOS/tS/+OYcL5kzj6eOHrNq0C4lEInhN5SSyQPdvtQeFQsHcaePp3mcgZuaWXx1Z8A9CzyQxsuDbESMLvtguRhZ81fasECMLvp7U1FS2bdlMwPt3hEeEo6Otky47rXz/7xNZEB0Vya1rl7jv44ORiSkWVtZYWFljamZB6zoV2Hb0Ek2qlPilVsO/RL2Ag8K0ZR5FFqz8P4osUKAgRYl+nFBYrpaa8glCVkORja09Nn+vTn3+MJclZJysrVj0B1vWejN22jxq1GtGQrqMlQpINQiLUT4ZFXrRBeHJgJADRSrQVnyi8ollRKzwapqQVZ8XhNu2ZjFmFgWp1aglBQTksfS1lU9CBNSEAEgSkDlSFZiHC02yhM5Hrnrucm/OJIjgQyOXnAiQeaDftX0zU8ePpuvvfVi5cWcGWTBZYoqgA0PZ5EtdWy99u1wuZ8uGdVSo7MXN69d49NCXEWMm0q1XP7T+lhFNSkpi+IBeXL92mTiZjCUr11OrbgP+nDWF40cO0qlLN2QxMRzcu4vn/n68ef0KY2MTzCwskKpIefnCHzf3EvTs1pmatevSs09/KlbyRCKRUMTOgbETpjB2whQiIyK4dPE858+dYf2aVQR+CKCwbRHsHRyxd3CkfsMmrPBeQqOmzdm0fQ8AiYlJmSTSQLhQYlbOTiFSBB66X14H5Sp6cuzCLQb17sa4kUOYPHdJhs+FJqkAOhoZh1Z1LU2q16pDYTt7zC0LZrqGhGTMciLPqCVwI+sLyMiqCUyqhZwOccnKX4gAQmKVfxYjMEYmCxyfmsAkMqsX1+VLDirdPn9qW6XbX4crd1QA2BplHm9vvo5UblNsNPe9h6OQfULNvSMYFCJSIiHyXTI1iyiXLS1smtEZ9iLqA28f38asRUOl+wvJxp05dYLI8HAOHj+bKQotMDwegEL2Lpw5eZzI2CRUVFQEJ/TqAtezUEogQGKKnFNHDyBPSWHo+Onp24QkTTUF5gg5kcIVioxKEHD0CL2YCPUtNE5khb6gUyB7D0XBzCeycCQILXIIaAALvphn9cIuOGdSvr+WutDih/L9s3pxVRe4B/JzASK78ntCcsxZOSqEzkl2j0NY6jr7L+xCP1N2pROzOgYhh0R2n/nZXYADYadHdqcbChQsXfwXWzZtpFHjJvjcvo3+35LTwt9RTrzAuCb07pOUlMTD+3e4cfkcNy6f56X/U0p4lKN4qXIEvn/L3ZtX+BgYwKcP7ynhUQ6rLxYwfkkk2R+LRdLI0zSEnHLi8D4O7t7GvlPXMbNQXnX9V6RGgxZKX5xEfm5WeS9m/arl7DxwjGLuJXK1balUyk1fP54+fkhqaipVq9dC+wsVkujoKPbu2kb/wcPZvmVjemRB4SL2lC5TnqEjRmfYPzk5meCgIIKDPxEfH0eZsuXR0NAgPDycvbt20L93D8zMzBkyfBT1GjRKH4wNjYxo3Kw5jZs1ByAuLo7Xr17y8sVzXvj7ExYWhourG+fPnErv60e73vUNDPlj6Tpa1K7A5XOn8KpRJ8dttWnfmdnTJ9NrwLBctFAkv3lzaT+kJKBeaTgSqfKXxf/CwbEow0ZPIDQ0BFPTAl/1HYVCwaxpkxk9YXKW6Wq1GjRl46pFnDl+kDoNm+fIPmU8fnAPeycXbO0cBNOmRERERH4FEhISePP6Da9fv+L161e8ffOa4KAgpkybSaHCytMJL5w/x/x5c7l45Qa6enqsXb2Sk2cvfhf7QoI+cfb4Qd6/e82bF/743r2FTWE7yntVp/+IiZQsUwENTc08iaAR+fX4KZwFW9Yux8a2SH6bkYHU1FQunz+Nnr4BLsXLfpc+NDQ0UFX7sV6eRL6NjWtXsXr5EvYdPYNNocI5Whn/LwrbFqHwZ/fLl12Ymhbg5IWb7N21jXl/eac7LEp7lGXF0oWZ2lNTU6OgtTXWNhk9z8bGxvTs049uv/fm4P49TJ00jiuXLzJk2Ci0dXTQ0tJC8pmHXltbm2Ju7hRzc8+2hz4/0dXTZ8b85Ywa2J0pc5dQtVb9HHmn161eTpuOv30HC0XyEw0DE1DTybGj4B+uXbnInh1bWLpq/Vftf/7saWJjZTRskrUDQCKR4OTiTliw8iKM2SU1NRUVFRV2bFpL+669cC7mnivtioiIiPxIyOVyliz+i6WL/yI0JAQbm0LY2tlha1uEIkXsiI+Pp2/vHhw5fjp9TpCcnMyBfXvxXraYjx8DWblmPbZFijB0UH9at22Hs4tLrs5/Xj33Y9OqxZw7eZjqdRph7+SCR3lPpv+1GiPjzIV0RURywk/hLPDeuJuVi+fRtGZ5Lvu+UiqxlFfExcayb8dmpo8fnr7t5M1nmFtYZdgvIjyMB773een/BIeixShV3jPbxQoPbF+PRcFC1G/eLldsF8lfDuzZyeL5c9h75DQ2SlQI8pLiJUtRvGSpDNucnF359DGQyIgIDI2MvrotqVRKi1ZtqVa9Fq2bN6LCNnfiYmNJSEhAU1OTGXP+pHvP3rl9CHlKucpVmblgJXOnjmbLWm+q1qqPuqo0fYIgUZFQyas69o5FlX7/ysXzvH75ghWbduel2SJ5gK6ZDYq4kG9up0q1mnhVrfbV+zsVdSYuLo5N61fTtUfW95evz01ad+z+jRaCLCaajs1qs+voRab/uTRH+c4iIiIiPzrP/f3p9Xs3VFVVOXj4OM4uLqioZJzDp6SkUL1KJdauWUWz5i1Zt2YVq1Z6Y2/vwJBhI6nfsCFnT5+iYb3avH71ksvXb+eKbQqFgisXz7FulTf3fG7TtnNPDl28h6HRv84BcWRWjpiGkDN+aGdBrCyGgHdvkEgk9Bk8iq3rV3DzygUqeFXPF5WAkOBPdG3ViBf+TwHoM3gk1WrXz+QoOLBzM3MmjcDZvRRFHJ05cWAn4WEh1G7UkgpeNXEt4YGurt5/9tdtwCjiYmXfZfVZJG+Jj49n8riRbNp5AFs7+//+Qj6gqqpK2fKVOH7sMO07dsn2941NTDh76Xr636mpqUyeOIbwsNBstSOTydDNRkX1vKJytVrsrXyDAzs389zvSXpBPQUKkpOSWPznLOo3bs7gEePRsf53TFAoFMyePpFR4yf/cGkWIt+OTgFrFHFh39xOrExGw9qenLt656sc4tY2hTh0/AxNG9Tmud8zRo6dpNTJp1AoiImOYvbE4dRt0pLmbTqhp688b1ahUPAp8AOPH94nIiyUuLhY4mLjiIuVEfQxkHHT/2D1tgNoZCr2KSIiIvLzI5fLWbZ4CX/MmcnY8ZPo239AepHaL6fiqqqqrFqzgZrVKjNp/BiaNGvB3v1HcCpalC2bN1KuVHG0tLUZOHgoLVu3+arnv0Kh4Lm/H8ePHsH3/l06dOpCzdppKnGxMhm7d2xh4+rlqKqp0fX3PsxYtA5NTeXFiEVEcosf0lkgk8Xg4WgBQCFbO9TUNQh8/5bfeg1k/syJyGQxDB07lXqNW5CamsrHD+8JCvqEe8ky382J4Pf0EYN6dqJeo2ZEhIeyef/J9FXEzwscpqSkoKmlRSE7B7y3HU3f/vr5M04f2cu6pXPxe/yAwnaOlPCogGsJD1AoiImJQhYdhbauPkXdS+Lo7IZUVY1mnq6cuveO08cO8eqFH70HjUShUIjesZ+M7ZvXU7psOUqUKv3fO+cjfQcOZeLoobRt30lpFffsoKKigkKhyFIu7nNiY2OZOGYk27duZM/B41TyrPJN/X8P1NTUaN0pbYX2ywKHI8ZPY9nCudSr4kHnbr9jYlKA2FgZHwLeEx8XR7OWbUnMpkKDyI+Phr4xpKagSI5HopbzSZu2jg7b9hzKVuRcETt7Tl28wZwZk6nk4ca8v5bRsEmzDPtIJBKOXn7AjSvnObhrC4d2b2XFlgNIpSoEvH3Dh/dvefPqBU8e3uXRfR9SU1NxK1EaUzPzNBliLW20tXWIiY6iTkV3mrZqz5CxU9DW1snxsYqIiIj8aLx4/py+vbojkUi4eOUG9g4O//kdF1dXDh07ReHCtpiamnLo4AHatm5GsWLuLPZegadXFaXz9ZcvXrB29QrKlCtP4ybNuHb1CsePHubY0SMkxMdTt0FDKlSszMRxo5k+dRJ9Bg5n+ZIFmJlbMHvhUspXTCsqLVTgUEQ54rtTzvghnQW6unrMWbyavds38fSRL/ZOzkgkEoq6uDF0zBSuXz7PvGnjmDNlNFGRERgZmaClrY2augaT5yymhEe5XLPl2eMHeC+ci8+tawwaNRGpVErx0mXTHQXJycmcP3WcC6eO4v/0Ea9f+GFkWgDHoq4Z2ini6EyvoeMBSEpMxO/xfR7cucGlM8dQVVVFV98AXT19PgYGcHTvVt6+ek6hIg7UqN+M/dvWUcylKLUbNCUpKYnfWjVgxabdGBhmXEWKjori+tVL1G3QWHQo/GA88r1Pzdr189uM/8TF1Y3ADwHcvXObMuXKf3N77sVLcmj/3v/cLyYmhib1auLk7MLKdVvo3rkdh06cw6mo8zfbkFcYGZswYfofdO7Rhx0bVvFO9gZtHW2sbQrRs8/fqxMC0oIiPy8SiQSJtgmKuFAkBjY5auPY4QP4+z1l2Kix2f6uaYECTJn5B9cuXyI0NFjpPmrq6njVqItn9TqsWjSHWmWd0NbVw7qQLdY2hbGxtaNKjTq0bNcZFakUI2MTbO0cMDYxRaFIW+06f+oYb1+/5Prl83TrM1h0FoiIiPywpKamcvHCeV68eI6FhSUWlpZYWlhibWOjdG587eoVmjWqx4RJUxk8dFi2FkvKlCnLc39/enTrTMC7d6xYtY5q1Wukq2Xs27ObQf37UKCAGRZWVkhVpDx4cJ+OnbowcexoBvbthZ29A/UbNmL95u2UKFkq3cbfe/fl2JFD/DF3Nnb2DixasV6c24vkOZKsQtzdSpRW7Dt5JdP27OqWCkmgAIISS//kQkZGhPH86WOKurqjb2iULveTmprK29cvsLCyRktLm8RkOYN7tMGthAe9Bo9Jbycr6TEDAdnBf27E6eOHc2jvDvoOGU27zj3Q0tHmwO5t7N2+mZp1G/DkoS9XL57F2taeuk1a4uJWCnsn5/Tq81lVHU0WkAB7Eh4NQFJiAgEvnvHqsS9v/R7x7P4dVKRSanYeiFlhB8xtHXn94DY2Rd2IDg1CRSpFU0eP0xsW0ajfONaP6MTwhevRNzLO1EdpS+X56Hqayn1HQnJX2dXUBWH5qtwa+rJatxXMrxWUcVK+PSfjdNdO7WjUpBmt2mSsPyF0/QshJL2UE76URHv54jmtmzWkTbuOjJ0wOVceSIGBgVQs486Ld0EZon4+bzolJYX2rZpRsKA1C5cuRyKRsG3zRubOms7hE2coVNhWUBM8K3mzRIF7TEh+L6txShlaAlryICzvJCSRGJuoXHJQSKc8OjFZ6XaAeAHJw2SBi0fonkkScGzIsrhmw+OUH4fQOCwknSioAZ/FDb7lpL/S7U2rKU/7aeosrDrwKS4h0zYhiUmAzq07IjW0RtutUYbtSwd5Zto3KjyU46vn8+TBPeYt34RNYTuiIsOJjYkRLOQrJMmXZhf0/K0dBgaGzF+yMv2+DYlRLg0ZmE+nvAAAIABJREFUm5BCQkI8D+7cwOfmZR7du82zR/dRVVPD3NKaAuYWREaE8+7Vc1JTU5HL5SQlJmBkUoAx0+dTrU6j9Im0kKSj0H2pKXDPCN15qgLtg7BMm5DEntA1JTTM5ageg6CEYPZkpbMaibIrpyp0fDmR0hM650I2CT1DhOYIWY3BqgJSzUISmtmeVOTg5xaSsRQ6H0JdaGahlZkTmcnsIDSPA+FTmN25QU5kLOPi4v5WYQrK8N9PQUFERUaiq6uLnr4+enr66BsYoKenh76ePnr6+vjcuc3G9WvR1dWlTNlyBAUFEfTpI/5+z1i42Jt2HTqR+MVzMjQkhB5d2gOwftNWLCwzK68pkxtNSkpi7uyZrF7pzYhRY+k3YBBqamnjdapCQVJSEuVKuTNr7p8UsbfnU2AgkVHR1KhVBx0dHaKjo4mLjU3vT2hOKHRNCUkqCslNZ0VRCx0fhUJRJttf/ElQN3NQmLeZnyd9BSxr9kudyx8ysuBzDI1MKFspcziyiooKReyd0v+WSCQkJyVSrIQHoSFBHN6zlYO7NuNZox5qauq07tyTAuaWvHj2CDtHF/yePODh7csUK14Kz2q1lPbtWbUmJw7vIzoqAm0dHRQoqFy1Bgd2beXt61eUrehJv2FjMLWyzfXjVtfQxK5YSeyKlQQgMCoRv5sXOLNpMfKkJGp2Gcgr35voGhrx8t519I3NcKtSl6aDJgPQb8Zi9I2M8b16nkJOLhgVsMh1G0W+nvj4OLZsWo+/3zMKWlvjXrwkpT1+nHHk/j0f2rdsypiJU+jWvWeutWthaYmlZUH69+pOKY8y1GvQKINSQ3JyMqOGDUaRmsq8v5akT0I6dP4NmUxGwzo1OHT8NNaF7XLNJhGR3EbDtgKx9/dkchZ8TkpyMid3bWD/msU0a92BZm270KVZLZzdirNy6yGMjE2z1edzv6fcun6FS2dPEhYWiveazV89idfQ0GRknw606dKLTr0G41rcA4Mv6h0oFApiZdFIAYmKCj43LlOtjvDxiYiIiHwL0dHRzJw+hU3r15GQkICZuTlmZuaYm1tgZm6GmZk5Do5OGBgYEB8fR0x0DNFRUQQHBxETHU10VBTR0dHY2duzbuNWPMqUzRAh0KZlU+7f8yEuLo6w8HDCw8MI/PCBDwHvCHj/nuCgT5iYFuDsmVN07PzfykV+z57Ro1tnzC0suOnzACurjPXLgoKC6NS+Ne4lSlK/YZqstIuLa4ZFAH19ffT19XPvJIqIfAd+eGdBdnBxK8mgbq3Q0tahTqMWjJ2+gCkj+2NgZMTRfdspVMSel/5PiY+LRUtLm1hZDGu2HRBsz8qmELp6+shiYtK3FTCzYMPuoxn2kyUoX03LTSQSCc4VqlO0fDWe3TjP2U2LkaekYGJpg12Jcljau2TY39w6rdr+62ePMLMujCwqArlcjkE2J6QiucPUGXO4eeMaAe/fc/P6NSaOG83Fa7extM5fVYR/8H/2jMSkRJISE5HL5bla+2PLzr2cO3OKRw8fMH/uLJatXEshW1u2blrPru3bKObuzoatu9K98f/Qq29/1NTUaFyvFnsOncDe0UmgBxER5UT7HmHD9qNoGRojVVUnOT6WBFkUJRp2oqnzyFzrR83KDfmlpch8tqPpUBVVg38njalyOQ9vXWHjvMmYmFsyZe0+apX1ANKURA7u2pLttLHHD31p36wutes3ombdBjRq2gINDY2v/r5EIqGwnSNSVVUK2ToQHyfL5CyQSCTo6hkwpm8nBo6eIjoKREREvgsKhYLdO3cwbsxIatWug4/vYyytrJSOiYKRNV+xkF6+QkXu3fVBJpOhZ2CIkZExrm7uWFsXwtrGBgtLK9TV1VHPItLjH3vXrFrB9KmTmDRlOr/36pPJVh+fO7Rv04JOXboyLpciNUW+HfF3yBk/fBrClygLAwLh0OLg4CD09Ax4cPcmb1+/oGmbLsTFypg1fjClPcrQs/+wTN/58P4de7ZvYPvGtYycOAO3Emn5QwULFUZHJ3OVdiFnwbekIXzJx+iMRUwUCgV+ty7y7PpZXvneIjosCF0DY1SkqmkpCRrqaGnroqNvQOUGLQB49/wpbfqNFNMQvvJLuZmG8CXTp0wkNDSEuQuXZet73zMN4dnTJwwf3I+E+ATWbNiCvYPjN/fx5Tm/cf0q3Tq2RSKR0K5TZzp27orDfzgBtmxcz6zpU9h/7Ax29hkLDolpCJkR0xDSiHl0ksibO2g1cSmp8hTkKck8OrmT4FdPaDljEx0rFRNsK7tpCP0WXSYl8gMJ/udIfHUFFR1TpIYFKagWwYfXzylgZUO7AWMoU61OmuPXJG0lSS6X07puRQaNnkK12g0Ex5Yv0xDWrVzKy+d+zPxzCRoCE9us0hAAAt+/Zdm8KZw7fgCvWg34Y8VWkhITUVNXzzChCg58h4WVjVIHopiG8AViGsIXfYtpCF/Txf9zGsLTJ08YNngAkZGRLFy8lAoVK2XZVnadBUK2fpmG8DlfOgsUCgXhYWG8fvmCFy+es3f3LoKCPrFuwxaKOjtn6iM2Nhb7wlYsX72Ops1aZGpf6LkOYhrC90TdzEFh0XZBnvT1fmnTX+pc/lKRBcowMTUDoEzFKpSpmJbOoK2ji++dG4yfOjt9v6CPgZw/fZyTR/fz5OEDyleuQpnylZg1aRQFzMxRVVUjIjyUuUtWC6Yt5CUSiQTn8tVwrVANgNiocOJjopHLU0iVyymgpUJ8bAzhwZ9YN3ssf+w6S7maDQgP/kiyqW6mVVyRvKXfgMF4lHChz4ChFLH/74q7eYGziytHTp5nxbLFtG3ZhLOXbmBgoFxiLadUqFiZe09eoKam+tVV3zv91o3EpGTaNGvAkVMXsLC0+u8vifxfk/DxGZHXt2LRajYWTsUBuHtgPf5XjuNaswV39q4m4rw2UlVVOvYeir6hcgdqdlA1LIhuuc7olOlAUuADUmPD6darITYOzmh95mROTU3l7q1rnD1xiNYduzN4zFQWzZmMV426qKp+XUSPz60b1KybvYKpEeGhnDy0D997PvQbORkrm8LMXLyeqSPUuXX1AgDrl83DwMiEdt36EhcrQ1tHF/8nD4mJisTZrWS2+hMRERERQiaTMWfmNLZs2sDYCZP4vVefbCnB5BXJyckUd3ZAJovB3sERewdHqteoSe++/QWlENXU1EhJScF76WKuXblMvQaNqF6jZh5bLvIlEolEjCzIId+mjfaToVAoOLJnK61rl8HZrSQFrQsBsHD2FJrULM+dm1dp06k7Q8ZMwufmVUqXrcCpa74cPn+bDl17kpKSwr3bN/P5KJSjY2CMqbUt5oUdsLQrShEXd1zLVMKzQQu8GrZi17K5SCQS9iz/k1vXLuW3uf/3mJiaMnT4aMYMH8yD+/c4uG83C+fNZt6saVw4e5qYaOURJt8biURC/4FDqF6jFr26dxZcIf8WNDU1sz0p6NK9J51/60HbZg2IjIjIdZtEfi1kj8+gX7IJakYF07eFvvXHuWpjdE0tMLCwwdTCkr0bV5CSnLvSUxIVKRrWpdAqWhOnEmXQ0tElThbDG79H+F6/yPhODZkxbggnD+3l3ZtXVKlZD0MjY3ZsXPXVfdy9fR2PshW+ev/dW9bRyKsk9+7cQEtHhz7tG/Ap8D0Afo99mbZwDQC9ho6nRYfuhIcG07lRWnHGuzevcu3S2WycARERERHlKBQK9u3djUcJV0JCQrh17yF9+g34IR0FACePH0UikfDuUxiXr91iw6atDBw8VNBRAKCuro7/q/eMGTuB5ORkpk+ZmIcWi4jkPv95dyoLsxJyzEgFgpYSs5ALE/LxCIXpKAsPBdBXV75SbqijhkKh4NrFc2xcvZSgjx+Ys2gVpcpWwNfnJieO7Ofgnh2cunofE9O06tj+Tx+xRKHA0NCQtcsWcGDPDoq5l2Tr3mO4upfI1IexrvJBI6uQOqEwTU9d5TUF4gVCk4buf6R0+6vX/75QyQ1q8fHkGG62aIZJjT68MXTm7vFrGFtlzJdv7GimtC1788ypFyAcBieUagCQmu0QSuVtKQRizrIbSp5VH0KRgUI9ZHVoyuztP2gw586cYtiAXtjZ22Nn74AECYvnz+X+PR/sHRypULEyjZs2w6tKNVRUVARDyxIFwttBOKxUKIRSVQWmz/kTdydb3r17i02htOskJw7Z7KYmCYWapqamMnTEaD4EvGdwv9/ZsmMfAPIcGCXPZjiy0LUWGSs8rgmFPAshNB4I/d6f4uIF20oQaEtV8DoXSA0S2F9XIC0JQENPICxdIAUiPF552kJCsvLjfvghRul2gNDAUAAU8hRi/a+gXXsqoYGhvPiUNq7ZtR2XYX9H/HEvXY4i1tZK7M3cf0yScOrH/rG1lW5/GxNLcMBbpvVsha6+IboGRng1aU3FUh6MH9iNwk7FiE+WM3rmYnq1rkOxUuUpWizzM+bzsNjHD+4hT03FrGBhEpLlJAo8G4Jlac/KJ/dus2TedJbtPo1VoSIYa2mwZc1SOjWsjJaWNikpyZSr6IlCIgGJBKmmJpqamuy/4AtAx269SVWkKs3jFXpOC6UPCKajCKQGaQrPx1FVKL8+5RKBFEaB61zo/GW1AiX0HaHj1hAYDtRVs3fvAagInEPBaHzhgU0p2U1zyIqsQtyVIZRCAsIpEDl55itDIXDdgHD6k9DxCW3PScqE4GgrcP1nN30yq7OXkzSZrL7w4vlzhg4eQNCnT6zftJXyFdMcksrGkVxLsxDYnlVdghS5guTkZCaNG83hg/tYsWYD8lTheyxVyfNNz8CQSlVqEB4ZzfuAgAxztKh44WeJEHGJysccoWerqsANk81b8pdDjCzIGT+mKy+XUCgU7N2+ifXL/0JVTY3OPfpRr0kLls2fzfC+v2FoZEyDxi3YffRCuqMAwNnVjb9WbGD9qmW4FHNnz9Hz2Nopl9/6GZBq6lGw4yKifPYTuH0YlxU9eXn7Iq3GL0ZDWxdVDU3xBsoH1NTUOHT8lNLPEhMSuX/vLteuXGbsqOHEREfTo2cfeg8YlKVHOzdtMy1gxocPAenOgvxGoVDg/+wJjZpmzgEUEUlHIUciVUce9BgVu8xKOgARrx4ya+1opi/4+tX8nLLxj0nUa9+DRl36pG8Le+yDPCWFzSv/ov/oqdjY2jF00hwmDO7OhgMX0NHVU9pWamoq08YNY+CICV89Zh/fu5X2vQZjVagIAW9eIjE3p9PvAyhTwQvjAmagUPAp8D3mBZXf54WK2OP/9BGXzp6gSs162T8BIiIi/9ckJCSwYN5cVngvZcToNHlBVVXVLHP385t9u3dy5/YNLt+4i5FxZgnyryUkOAizAua5aJmISN7zSzkLFAoFHwPeERr8kfDQEM6fOEjAmxdMmvMXZSt6kZSYyKK503j66D7rdh7BxcVVsC3PqjXwrFojD63/vkikqhiWa42Okye+x6fSaOgsdI0LcGb1XIwLFqZ0g3bEREeip2+Y36aKABoaGpSvUJHyFSoyZPhIfO/fY/rUiezauZ2xE6dQoWIljE1Mvlv/q1csQ0VFheIlSn23PrKLLCaGgID37NuzAxNTU5o0awnSX2oIE8kFJKoaaFUbRdzpKahaZc6zj3zzhFuLB9G1Z38cigo/A3KL8OCPuFfI6LRIlctJVaRy+cwxuvUbju/t67x//RJDYxN2bVpJt34j0vdds3gO547tx9jEFJW/iwy2bN/l6/sPDSYhPg6A80f3U7q0B57V6zKsV3sOXXrAzSvn8blxhT4jJjFxyO+MmjYffYN/nwMB794QHx/HpbMnSU5Komb9JiQlJqKeDfUFERGR/0/OnjnN0MH9cXMrzrVbd7G2sclvk76Kvbt30LvvwBw7CmZNn4LPndu8eO5P2/adctk6kZwiLozmjF9mpn3v5lVW/TWDgLevsShYCHV1dT5+eEer9l34FPiBKaMGcvLoQYq5l2TO4jWY/58WSVMztKR4rWb4XT2FbfFy1Px9FKkpyQQ8vc+cJTuYuXhdfpso8gUSiYSSpUqzZ/8Rtm/fyqrlS+jTowtm5hZUrV6TLl2751rxsfj4eJYsmMumdWs4ce4y2traudJubqBvYMCdB36cOHaE1SuWMmncKMZNnk7r9p3FB4BIBlT0LJBoGZH4YCcPws5SrN0IpGppL7fxYYEY2rlx/dJZdm5ciffmA7gWL/3dbFFVVyc58V9lggfXL7Jq0hAGjJ7G+RMHaVmjNEWLFcfZrRQP794iNPhTurPg+sUzHNq1mWXrdxAfF0tEeBilypbPoB3+XxiZFiA5Ma0uQ+f+IzDWSjsPx649AaBytdpUrlabxOQUGrXsgL6BIcf2bScyIowOPQYwb+oYBoycRPuuvZGqSomOimTG2CH84b2Bbeu8KVupKo7OwsoSIiIi/398/PiRMaOGc/vmDRYsWkK9Bg3z26SvJiw0lJs3rrFu844cff/61Sts37qZufMXoaOji/sPtOgiIpITfmpnQcinQK6fO86lEwcJD/5Eiw7dUVPX4OLpIzx7eJ9S5SoRHRXJhdPHcXUvyYEzN7CwKvjfDf/iuFVvzPqhbQh+40/x2s1xr94EC3tXutZakt+miWSBRCKhbfuOtG3fEblczrOnTzh+5BCd27fGyMiYoq7F0NLUQlNLC01NTQwMjShgZoatrR0VKnlm2XZKSgrnTp9kwpjhFC9RknNXb2H1A94rUqmUho2b0rBxU+7dvcOQAX3Ys2Mb3Xr1xcnZhcK2dj9soSSR70ds2CdSgh5DSgIqxnaoaBkhUddBHvaKDwG3sSpTG1OXcgBYetTC0qMW0+oW5cyxA4wZ2I2thy9+t6iqAlY2+F47j4N72oRx7cwxDJ4wi7pNWvP4/h3Ke9Vg2KS56OkbcPPyOcJDg2lXtzyJifFERYQzb8U23EvmzJkhl8spZOfEtbPHCQv+hImZheC+KioqVKiSVrG7sL0ThhFhACxam3HCLJfLadWpO5CWomBgaERMVCR6BmJUWl5y68Y1NDQ0KV6yFP17/sbi5Wv49DGQiPBwSpT6fs4vEZGskMvlrF65nNkzp9G1++8sX7kGbZ0fZ9Hhazh35hSeXlXR1VVer+u/WPDnHAYPG0Gdej+Pg+T/BnFdKUf8dLPq1NRUbl86w8Gta3j+2JcS5T2xKmyHjrYOG7z/pFK1OrTu0pvyntXR1NLGUEeUCPwSY6vCDN58iee3LnBz33pu7tuAWZGiNF+1Ib9NE/lKpFIpxdzcKebmztCRY7hw/gIBAe9JiI8nISGehPh4goOD8L3nw5GD+wgIjc30Eh0eFsbZ0yc4c/I4F86exrpQIWb9sZB69Rvk01Flj1Kly3D8/DU2rFnB9s3r8X/2jKBPgdja2dO4eSs69eiLvn7uSj+K/FjIkxJ5cnQ9z45vJlVdHxUdM+S316HuWAcNj9+QBz9B+v4CSCTEhwehaVgAyWer8rUaNOPurWtMHdWfecu3fJcIlc7DJzO6TW0SYmPpOGwiBiYFOHN0P3WbtKb/6KlsXD6fTg0rY1PYHkdXdwaPm0lkeCiamtroGRhmSAn4nIiwUG5cvcjrF88pYu+Ak3MxHIq6AHD5/GlWeC/iyf07mJpbUsDcig9vX6Ghpc2EXj1ZunGfYHRCclISk4f1YvNh5ao5UqmUcpXS0io8q9flzcvnjOrXhQ37zuTC2RJRxtMnjzA2MUVPT58xwwexcNlqwkJD0NbWQaFQUL9hE9TV1Xn39g1PHz8SnQUi+YKv73369+lJUlISR06cwd29eH6blCNsChcm8MOHHH1XLpdjaGjEmpXLad+pGxpiupbIL4AkK2m0YsVLK3YeyzxhSBKoXJzdCuAgrJSgLjCRaVG9BB8D3gFgZmFFVEQ4RYuVoEX736jbuAVaWhk9mAZZOAuEquiqCVVkz2Z11qx2TxKoWJ6covxLcYnKq4YLVbR/Gx0r2PetgH8riitSU9k3rQ/mDsXoNmS00v0bOVsq3a4mVE02i+NWE6j+LFi5VSjaNgd1cYSqBAvdA0KqDkKvEzkp1SPUllAV/OxWqn7oe5+e3bpw9Y5vps/aNGvItSuXmDbrD+o3aoLl35EEQuoJQtdzbr5fZbePL+/J+Ph4nj55xNqV3ly5dJEbdx9nSqWQCdxLCQIVzoVsyuq3EKruLoTQeCCkghKdRWV+VUn2FHETU5X3IXR88SnCKhBxAp8lCYxrQte5usAYHBmf1r5CoeDJ1dMcWzEbS3sXvFr3wLOYE2ZW1nwMeIv3rHG8f/WcVQcvs3zBdF4+us+n969JTIinz9SFlK1eD2dj/TTbEhP5vW19YmUxVPCqwZBxMzDW18rUd6zAdQMQJFOu0hP79+83rW8HPLxq0LDD75zZv42Nf07Bq1ZDinuUp26ztkSEhbJzvTcGejoUK14Krxp10dDU/Pc8yRXI5XIe+/pw6ewJrl44w7s3LyldrhJOzq68e/OSOzeuUqNuIywLWrN5jTddeg2iebvf+BT4Hlf3UkSEhxEeFkx8fByFbO3R0zfI4BxJTYWI8DD0DQyJjorEyDitJoqGmvD19M/9l5iQQExMNKYF0pQnhJ6tQpW4hSqTZzXaCQ07QuO20H0sNJ/J6nkvpD5jpKt8vqGjrnxdRlkf796+wczcHL+nT1i3ypvFK9ayYO5MylfypJJnFQ7s2UXTlm0yObY+P4fJyckoFArOnz1F1Zp1lUZbffnc2719C01atEaqKlxAN7vPRKFxO0Hg/JkKKEtBFuo9AmOF0DUopG6TE7L7vMqJckNu2Zuj8yHwkdCjb96cGezeuYOQ0BAiIyIwMTVlx659eJQrn76PXC5HoVCgqqoq+IwJDgri7bu3lPYom7nv7D1aBa8PoesJIC4+gWJ2ltx+9AJDQ6P07ZoCSkDy1FQO7N3NiWOHOX/mNJZWVtRr2IT+w8aippZ5TIjJQg1BaF6dkCQwPxFqR0BZJKt3PteCuj4KhaKM4A4/ORrmjgqrDn/lSV9v/mr0S53L7M0qfwCGjp9FryFjmbNsI0s3HeC873vW7D5JszadMjkKRP4lJDCAiV2b4j15KCcXT+DAzAGEvPFDoqJCoRIV8Lt8jCc3la8kify8fPr0ERNT5XKcK9ZuwqtaDY4dOZTuKPjZ0dLSorRHWZatWk+JkqXZuml9fpskkst8euXH2pFdOL1+Ic2GTKfTVG8kKircvX4RgPhYGalyOWU9a6CuoUHHoROZtHYv3qfuMn7FDtbPHseVY/vS21PX0GDdnlNMX7iKp4/uc2DHxly32dWjPI9uXwOgZrP2LN95ArfS5Vi35A/G9+/CpMHdOHFgBzHRUWzfsIoaHk5MGTWQsNAQ7ty4wsThfahV1pFpYwaRmprKiEmzuXDvNUvW72b4+OksWr2NDbuPYW5pRUpyMrXrN6WCV3X0DQyZMW4IAE8e3OXk4X24lfBgxtghXDh9lFhZDMlJSTzy9QFg+fwZnDtxKN1R8LVcu3SWtUvn5+5J+0W5e+cWb9+8RiaTMahvDwC2b9nI1AljAJgxeRyvXvjjUsyNwcPTHPjDRo+nsldVJBIJzVq1zTICZt3qFSxa8AcqKirs2rENqVTK3l3b2bx+TaZ9Xzz34/jRQwDs3bWDIwf3ZdpHRORrGT12AnfuP+JtQBARMQksXLSUTh3acO3KZRITE3n4wJfS7i6Y6mthYaxHSVdHjh05nKGNTx8/4upQiDpVKxEWGpovx6Gurk7pMuW4ee3KV+1/+uRxZk6dSCXPKly4foeLN+4yduIUpY4CkfxFIpHkyb9fjZ8uDaFanUZUq9Mov8346Qh8+5KI0GC8GrZELSqJSxvmo/jbRVu2eXeMC9qy9Y/xFCrqRoeRM9Az+n6V9kXyjgqVPHnQpQMx0dHo6etn+MzYxIStu/bj7mTLc79nOBZ1zicrvw+Dh4+iTfOGXDh3mspeVenTf3C2CsOJ/JjsmDUURw9P6vUahfQfNQyJJD0ff8fqRdy9dpEpPpuAtNS1oIA3aGrpYG3nRNsBY7h+8hC/d+qa3qaqqiqu7qUYMWkOQ7q3oW3HTujoZC9fVaFQEPDmJUmJCUSGhXB01yaiIiLQNzbl5RNfylWr+7epEuwcXbBzdEFXV4/I8DAcXNxwcnHH0iyt8nbQx0C2rFlG7bJFMbeypt1vvegzZCwFbYRlTB2di2UoNPjPivm2w2lOlH8KGQL84b2B929f8fqFP5YFbViz5E/mr9zG2BkLcjTRqV6nIRW9arB5zTKsCtpQq37TbLfx/8KlC+eoWbsu1jaF0nOamzRrmb4cvWrDtvSVaXtHp2y3365jFyIjI1BVVWXtxm2kpCqoWNmLsNAQAj8EYFXQmiUL/6RD564kJycTFRkJwMBhI4mVyVAoFISFhqRHiYj8XKSmppKQkJDvxYlVVFRo2qwFwUFBjBk5DH+/Z2hoavLnwsW0atMOmUzGvbs+9O7RlRvXrzBxygzU1NTQ0NCgqIsrTx49ZPfOrfTpPzhf7K/sVY3rVy5Rt0Hj/9z3xNHDdOvZh9+698wDy0RE8h5x5vx/gqtHBVKSk4gICaJQ8fKoSKUUsC2a/rl9uRpM3noaFamU83tyf2VNJH/Q09OjQsXKHD92WOnnKioqNG7anEMHfr0VpTJly3Pu8i3adfyNwwf3MXbk0Pw2SSQXKN+4A8HvXv7rKAAKuZSkrFdacb4hUxegpq6eHl575/xxJnRswNj2dfm9ajFWTR1OsbKVlbbt6l4KjwqerFz851fZolAouHX1It4zx/Fb7TKM+70N88b0589xg9DW0aV172EYmhTgt6ET6TZyaqbv12rUklZdelGybCW0dfXSt5tbWjF84kx6DhrJ3KVr6dSjf5aOgpxw8vA+rl86i0kBM/5as/2bVkQUCgX37tygUpWaqKlrcOzg7ly19VdCqqpKUlISUqmURk1bAKCjq4uOjk6utK+trZ2pOK1TMbatAAAgAElEQVRVQWuuXr7Ijq1pDjRTU1OSk5NwcXWjXcc0Gc7KXlWpU78hz/2e0bdHZ1KzG+8tkufIZDKe+/sD0LRRfV6+eMEDX18a168DwMRxY9i4IU3hase2rcTGCqenfi969u7Lpeu3efHuIz6+T2jdtj0SiQQ9PT0qe1Xl4rXbPHn4kCb1a7FtyyY8ijvj4VGWRd6r2LltS57b+w8VPatw7YpwtG1qaipvXr/i5PEjnDh6mHoNxEXMHx6JGFmQU366yAKRnKGmrsGszUdYOX0UDzcuR9+sIClJiahp/pubq66pSbk6zTi1bRVJCQmof5YzK/Lz0m/gUAb160n9hk3Q09PL9HmT5q0YN3IIw0ePywfrvi+2ReywLWKHazE32jRvCCzKb5NEvpGy9VtzYdtyPvg/oqCTW6bPfW9eQVtXD3lKCqhrcP/KOVr0HkbDTr0ASEpMQE1duOjUsAmz6NjIi7evXmLvVBR7R2dq1W8MZM5X3bV5DVtWL6Vms/ZMW76Fwg7OSCQSIkKDCQ8JwsLBFfdyyh0TX0Pztl2IigzP8fezokvPgVnmr2aHgHdvOHl4H6OmzEFFqsLzp49zpd1fjQf37xIRHkbhInZ53nefAUPS/799566Cv72Tswu7Dp4gMTGR8LBQrApa55WJItnk9MkTPH70kAmTp7JoiTdWBQuirq7O2Ytp4fPjJk4mOTkZuVzOjRvXaNm6Dbdv38LE2AQ7e/s8tVVXV1epuoCJqSm7Dhxh9PAh/PXnHwwfNZb+g4aSlJzC7OlTePbkMc6ueS/NWrJ0Gd69eU1oSHCmKJtRwwaxbfMGjIxNKOrsQs++A7B3cMxzG0VE8goxsuD/CGMzS4b/uRqTQo6EB7xi26j2JMiiMuzjVLo8auoajGpcljWTBvHw6rl8slYkt6hSvQZVqlVnxuTxSj8vV6EiL188JzgoKI8tyzuMjIyJjIzIbzNEcoG3j++iSE1Fz7hAps9ePn3IgolDmLJkE1raaSu1Lh4VOb51NR/fvQJAXUMzS89/AXNL9hy/RI26DZHL5Ywf3h+/Jw8z7RceFsqKhbNZsHob7XsPwdbRJb3dmKhIbB1dvvlY/Z8+xOfmtW9uRxkHdm1m+YJZudKWTeEiTJqziOjISIrYO1GzXhNCg9PGk9xySPzshIWFEhUVhUfZ8piaZr52fyQkEglnTh5j/Srv/DZFRACZTMakCWMZOSbNyW9bpAjq6hkLRGppaaGvr49UKuWvxctQU1PD/9kznj17mh8mC6KiokKVqtWJi5Nh8ve9IZVK8axSlXt37+SLTWpqanhVq8G50yczbJfJZOzYuom7j57z0O81ew4eY+jIMflio0j2kJCW7ZUX/341so4s+Dtk40veRscp3V1XTXlzptrCqzhClZaF5hdCSgVC1ZRVhcovI1z1XZjsqSRkVU05SaAasGCFVgFThY7BzlAo31aXLXtPsGDqSI7v285t73H8uTYtZDQ0PhG0NZi1eheRYSGcP7ybVRP60alZc6XXgYme8srFuhrCl1VYjPIqsAbaygvBaKkrrz6bk2rDKhKh30PgdxWIwhT6jXIyQAh9J7vz66z2V5FImDH7TyqXLYFNocL0GzgkQ3XsQ/v24Ormjrm5ORKJJIvrWXn70izOuVBbQvZKBe7XZCH1kCwUWP6ptCyXyzlw8ACJiYnEJCQj0FQW1072f28hq4SqP8cKVDqWCnSiIzDWgrAaQmyy8mr+Qr9rosANkCB0AhE+vlSBM6IjcH8fvK/ccVXWLIVds4fTZeJ8LAumqbTERkfy8PJp9l85xeN7txgxYxHuJdOKEB/ZtYlzB3cSGx3F/RtXMLT6N5Q/qyrgFgVtaNSiLT43r7F+xRJsHYpmuj6W/TGNBk3b4OTsRkhsmhqCLDoKLR1dlk4fzYQFq4nTUD4OW2orj9r68veuXqs+crkcdYHzBKAlWKFb4N77+7/1GzQkMTERfa20sTck6CMymQw7B0dkMTHo6OoikUiyVP1QVVHh3ZtXXLl4jmLuJRk3YgBzFnijq6fP6CF92HnoNKMH96Fpq3ZU8qom2I6QKobgkI2wgohUkT3FHaFnTFZOjuzOHWLjE5g5dSK16jagToMm6eOZUA9C4x0IH0eqQvkYIuQYE5obaailbW/ZqhUtWrYk8EMAxiamaGlpZbsSvdD8TuicZ4WQvULj9j+HrVAoSEpKQkNDg+TkZMGic1ld50I/d3avg9x63gPo6Ohy6uwl1NU1Mnxf+CmWtlOHTp0BeP/uHdY2NllqLQjZJTR2Coj3kCJw4Xy++dGjR6SkyNHTMyQ5RUFUfDIJSXKSUqVExP47b9TTzF5AtJAST1bnPO7v57FXzbqcPHGMRq06AGnzkzOnT1KqTDmMTAuk36dC6h5CqGehMJPddwMh1QOhuVf233tERMTIgv9LNLW0GTdnGUduvmDmsk1K9zE0KYCDawmsizj+kvk3/28YGhlx5NR5zp85Re2qlXhw/x4A0dHRzJ4xhYlTZvxyv3NKSgr7dm2jZsWSeC+aR+36jfG5fSO/zRL5Bq4f3oksMozdCyazdHBHlg7uxNTWVXh87Rx1m7Vj98VHVKv3b3G988f3kxgXR+cxM7FxdCE8KJBUAbneL/F7+oiOzWozbd6STMUOL5w6yqWzJ+g77N/UHblcTpe65ZBFR/Hnhv0YmeTO6vHUMYM5eeRArrT1OUf278bvySMG9epCrEzG3Ts3OXvyKAD9unfg7u0bhIWGsGHVMgAe+d7lY2AA8O+LtEKhQEtbB6lUSonSZRg7aSaJiQnY2tmz89BpAPoMGoGr24+vt750wRwunU+zuXOrNEdKSHAQAe/ffnPbF86cJD4+ntr1GpKUlPTN7eUVEomEZYsWcPni+fw2JcccO3qEwQP6ERkZSUl3F+RyOQ98fXngm1lO+GciODiYxg3qIP/K8exz3r55Q49unX+YqJ/LF8+zfs0KKlSqjM/tm+nbFamppKQIywx+b6rVrMvVi+eIi41FLpezYukiRgzqR/deffPNJpFvIW/qFfxqc2kQaxb8X2NgZJzl5/auxYkKD+PuzSuULu+ZR1aJfC+K2Nmz78hJtm/ZROtmDSlTrjzXr12hZet2VKlWI7/N+2aioiK5ff0q93xuc8/nFvd87mBgYEhERDily5Tj0N6dOLsUo6RHhfw2VSSH1Os2iGptuhEZEkRU6CeSE5NwKl0BDW0d3E0NMu0/ZvZSViybz9qpw9PVXxp27U+LfqP+sy/Hoq44F3Pnud9ToiIjuH3zBj43r3L53EkSEuL5rc8Q1nkvYOCoycyfOJTfBoxi33W/XD/mYWOnAqlZrormhN4DhwOgoaGBhqYm9Ro1S/9s0+7DKBQKQoOD0kObn/s94+2b15ibv2PVsgWs2ryHCSMH4VW9Fm07dQPAs1pakcnPX0JUVVWZOGowS1Zv5typ41SrVfeHUSWJj4tjxoQRTJ+3mMbNW6P69/kdMGwMqqqq3L97m6ePHjBoxDj2795Ojdr1MPhMd/0fEuLjSUxMQNPMhJCgT+jo6qH9WcHCOg0a41W9FgqFgjpVyrLr4P/YO8u4qLYuDj8zQ3cqgooKdnciYte1O6+t2N3d3djY3YqYmNiB3a1INww1M+f9MMoVmYOiePX6zvP78YEz55y9T+1Ye63/Ok6WrHb/2nX+CNPnqDNkPHvyGBtbO1o0roPXifPo6emlGRSrVKrf5tkKgkBISAj16jegiktVzM3NuXLdD5lMxqtXL1GpVBQrXhyXSuXZtffAf+Z5ANz286N4iZKcv3QNmSzjXhqOuXLhfdwHpVKJUqVKE77wbxIaGkKf7p1YsXYTznnzUb1yGVq374S1vSNVa9TG++AemrXu8EvqZpMlK5VdqzNr0mge3L+DsaEhR06dJ49Wn0DL/xm/R6uu5bcjQS7nxvmTNO7ch+mjB3D0wE4+vHv921iitXwfEomEdh0743vtNjVq1cH32m3mLlz6q6v1QwiCwJ4dW3AtW5R1q5YB8HcPd2rVbYCVtQ3HL1wnh2Mu3GrVpfeAob+4tlp+BIlEgqGJGdly56VAWReKVqmBvpG4iryJmQXJiQnY2uegy4R5zNp/gUY9BxMa8M8KeXhoCDev+LJv+wZ2bVrD7s1r2bZhNW0auqGvb8DtG1dxK1OAjauXgABVa9Rl36nrNGzWmkYt2iGVSnGp3RBLmyysmjuRx3dvZcq1bvFcwZ1b13n6+AGjBvaia6u/EASBZ48fkpiQkCllzJoyluTk5FRhSZ+QSCTYZrWj3d/qdGBNW7WjQePmlC5fkblL1wAwZtJMXFxrpFtG9pyODB09CQCfE94EBvhnSt1/hLevX+F71gdDIyOq1VSntHTM7YRD9pwAlK/kgkwmo1bdhgwYpvYeefroAbKPBoRdWzwRBIHD+3aQlJSE79lTLJw1CYD5M6dw68ZV5HFx+Bz3JjoqkvEjByORSHjx/Cnde/f/T01MJRIJSqWSEUMGIJfHsXbjDvT19ZkyYTS7tm8hPj6eetUrIwgCnqs9mDVtUqaWf/7cWRK+432/e+cO7Vq3QCqVYm6uNiR+Evht3KQpTZs1B2DL9l2YmJjg//595lX6JxIXF8f4saOIjY3F0NDw6weIIJPJGD1yGHt378zE2mWch/fvkTdffqpWq469Q3Z69xvEwrlqLZX6jZpz1+8mb1+/+mX1GzpmEmdOHaNFm47s9TqhNRT8x9FqFnwfWs8CLRq5dvYYC0f3JVvO3IQFfmDxjLEkJsQjlcpwLlCY5u2706Ztmz/S3eb/AdssWejao/evrgYKhYLgoEAiIyOIjo5Cyj+pbQwMDcmS1Q5b2yygYbVKpVLx8sVzJowcQnBQIJt3H6Jo8ZIArF25lFcvnrP9wDEO7dvJjauX2X/sHDKZDEU6Ogda/hye3L/N9GE9sc2dl8Y9B5MlR27kMVGsGtefDy+fsip7TsJCghAEgdzO+XHMkxd9AwNUKhUyCXTo2hvn/IXo+3crrj56jwoZ4WEhbF6zDD09PfT1bbC0sgGg3Me0jfdvXsW5YDEKFCv1XXWOjopkrcdCBo2cSIFCRbHJkhWH7Dmp6OJKeFgoEokEzxWLqdWgMRFhoTRv2+m778+jB/do0qItuZ0yNviVSCQpq+vGGtTNNe2fK49aeX36vKW8f/eGmZPHMHriDCLCw5DJZBibpfUKyWxWL1tA7fqNyZXHiaioCN6+fgnUSOVRkR4jJ0wDwNLSmhyOudWr7Y8fUr6SKzXr/fUxYwbMWqQWBXz98gU3rl6iRp36KcYHBCFNSMt/AZlMxj6v4wif6UEMGzUepUKBoaEh85asQBAEuvToQ1xsLEGBAcTGxFCoUIHvKu/+/Xs8e/qEps1asHf3TrJnz8GLF885dfI4s+cuYO7sGZQsVYaatWqLnqNY8eJs3LL9q2U5OjqyeeMGoqKj6dnbncCAAByyqzNAqFQqJBIJ+/fuoWnzFrx5/Zo3b17jWs3tu67rS1QqFbGxsZiamn3zMcbGxhz2Pv5dOgdfMmnKdAyNjH78RD9AZEQ4VtY2Kf875c3Hbb+bABgYGtKmY1eWL5zJ7MWrf0n9cuVx5oKfOj3l7+I1o0XLv43WWKBFIyUqVcM6qz01mrSlWKHCyONief38Ka+eP+Hh3ZvMmTAEr90bGTtlNoWKFv/V1dXyH+SD/3vat2pMcFAQ1tY2mJiaIpNJiZfLiY2NRSKREh0VSUREOJZW1mS1s8PK2obIiHCCg4IICw3BzNyCbr360Wfg0BQX7XdvX7N47kz2HT3Lg3u3GT2kH8bGJiydP4u/e/TB1s7hKzXT8l8nPDSYfm3rks0hJ8/v3EQeE018bAzR4aHU7diLas3aYxDyDjv77FjbZklj9FQmxOJz3IuJI/rTuGU7dHV1SUxWYWVty8BRk4mKDGdIz/as3HKQO7euYZnDCVNzCzr3H4m17fevGgf4v8cxtxOK5GTKVEgd+vVpQD1z8SrCQoLZsHoZr148Y9XCWSxetYGY6GhMzb590rF+1TJ69huMvr64APHPwNjYhMpV1WFPi+ZMw8WtJrZ22di2YQ0zFnhw7/ZN8jjn/yZDREZwzlcAlUrJ86ePkUqlKR4TGcUxdx6yZs8FwJAxU0T3y5XHKcXA0LBxs5Q6OOf7vgn0r0YikaSaoBp/FmZR+DNNCjNzc7y9DqBSqShYMD+vX78i9zemily90oMWrdoglUpTvBgXL1sBQPYcOXB0zAVANbcaFCpchOfPnvHw4QMaN2nKaZ9TFP4o1AtqDZFWzRqz79CRlG1itG3fgfiERN68fo177+4cO3mG0SOG4pw3H9169OKI12HqN/yL0NAQnjx+hGs1N4YO6k+//oO/KwXhp3CNLZs28uDBfWbNmc9pn1O4VnMjJiaGuLg4HBzS9lNRUVFUKleKB09eZLhMTRgbG3Pw4H4sLCyp6lotU86ZUcLDw7CwsEj5PyE+HoPP0nb36D+UOpWKc//OLYoU/z4jrBYtn9AucH4fkvTcyosULyXsOeab9iCRex0vouitI5LBAMSVORNEZFUtjDTHVollQxARCk0XMXXduCTNauJiK5VidQKIjs+YaIuYSryYOnGSIoOyxaRVuH107zb7tnly5upN4gJfU7z7LKzyl0GZlMDt1SMxVsYSFR6CU7HS1OsyEAcn9SCoeBbxVaJcNppdhsXUn8VUk8VU1NMR5hdVlhf7AlRfURP/ku9RUxZVjxd5fGIqxOmtlot9f2KNpkLkWaSXaUIUDYcIgsC5c+cZ3OdvOnd3p7v7oH/qIoFOzRtw6YJaUEvfwADH3E5Uq16bKq5uSCQSLCytyJrVDmvbLAREJ6c595CuzSld0ZV+g4bTrXUD7t66zriZixg7qCeTZi+lTpOW+J4+QeHipbD/6HYMoCfSWIg+1/SyIYgc8iE6XuP2gDjN2/V1NL/nVvriMaZ3gqI1brcw1Gwbvvxa8/6OVpoV+8XUpQFM9DXX195Mc6x9DlPNq1q6Iis4EYni4nC5v8gAc/fWNc77HMOl1l/kLVg0bV0NdFg0ayKvnj+lS++BOOUryNmT3hz32seNKxepUNmVuo2aUadBE/T09dM802dPHpI3fyF2bl6HhW029mxeS96ChSlaqjxVa9RNKUMTmtoWuTyOv1s2YMO+U2lWsCxNNN8/lUrFgzu3KF6yNLVcyrDQYy0RYWGUq1gFcxNj4uPjMTIyIjIiAqlUipm5OZs3eFK9Vh3sstmnOpeuTsa/b7H3XEyJW+xbipEn8PzpYwoVKcb4EYNo17kb5hYWeK5cxtgps3+o7Evnz+B7zodh46YCcOTAbuJiY2n1UWdB7BtLL5uRWH8sNp7RFxkLiGV0EOt7AAxE+r5kkT5frP0XG5+kt2ItpsgulnTqzcvnjBg6kH0HvenUrhUd/+6KW/Wa6OnppLzjISEhXL18iYaNGrNu9Srq1KtPzpw505xLU73OnztLXFwc9eo3YPrUybRo2Ro9PT369+3FQa9jCIKQJqZfmk6GrM+Ji4vDyMgojZHkE6d9TlHFpSrPnj7F2sYGO7t/jISaXoPo6GhCQ0LI4+REg7q1mDl7HoUKF0Ymk5GcnEz3rp1Z5rGK48eOsn7dGvYd9GLU8KEMHjqCBw/uc+b0KebMW0hISAi2thkXTxUbO5w/dw4zMzMSExN5+/YNLVq2Jjo6GjMzM9EuTix7iVhWgASRuUGSQsXIgT0pXKwknbqpRQN3bPbk9s1rTJ73T9rO3VvXc3jvdjbuPY6lsea+T3ScI3IVYtegvg7N9X0aHKNxey5LzeNasXF4VDrjf7FsYmLvrVg2hPSy/YhRyN7kpiAIZTJ84H8EA7t8gmPnfyfs9umcun/UvdQaCzSgNRakZsyRR4Tcu8DjXfPQN7PGsVZHbApXIuboQh5du4B9nnwEvHpKvlIVqdO5H7XLlEJHVxeVSoVKpUJHRweFQoFUKiW3rQkKhQJdXd0UFV+ZTEZ8YhJSqRSJRJLqd0M9WUpn+imuVqFQYGFskOr4T78LCCllfvm7vq4ugiCkqZNEKv3n+M9+T0pKTlMnlUqF8svjP/4ulanLFAQh1e8Naldjz0FvTDSslP0/GQtev3zB7h1bOLBnJ8kKJYNGjMfQyJCgwACiIyOJiorE1MyMjt16c/H8GZbMnU5keDjGJia8f/salUpFt979mTRjXso534TGpSrOa/dm9m3zZPXuk9iY/TMRDQ4MYO7U0Vw8ewqVIJC/UFFePn2ErZ09o6fOp2TZClpjwRf8140Fn5Anam63TQx02LhqCbu3eqJUqggLCaJ8lWrU+asZteo2wOQL1+D0JlFxiQpOHzuEjW1WZk8cxuZD53j59BFZbKywz54jzf5ik8GEZBUhwYEcO7ibjj36p2y3MFY/O03frEyiXkVdNGcG5SpW4sbVy9SoU5/Xz59y/dpl5i5cTvNGdZi7YBkGhoaMGNKfabMXkiOnY6rz/EpjQaKG/ioyIpy7frdwcav5Q2XL4+Lwf/cGp/wFNe6vNRakJjONBXoytYeARCIhLi4OQ0NDJo0fw4sXz4iMiGD2vIXY2tqyeqUHk6ZOTzet27e63atUKvzfvyebvb1G8b9vNRZ8a9key5aQPUdOSpcpy/gxI/HcuAXfC+eQSKVUrlyFJn/VZ/O2nfjduonX4UPMnb+QoKAgsmRJ69EEIJfL8Vi+lCFDh+Nz6iQuVashl8tJTExMZZDI8DWIjB0+Xdv9+/cICgigRq3a1KlZjcVLV1CwoOZvJrOMBQlJCioXd2LHYR8cc6m9T8YN60euPM507DmACcP7IahUFC1RmmXzpzNu+gJatWyp8VxaY0FqtMaCtBhkyyfk+peMBU9m/1nGAm0AjpZvwraoC1Um7yNP/e482b2AN6e2ULNdT4au3EOO/EVAIsHGwZE53RtRp6R6VeDIni0smqJWHR/evSW3r10kJDiISiXyA7BhjQfTJ44GoFXD6ty/68frly+o71oWgBWL5rJwznQAarmU5fmzJ9y/e5u/alUFYPKEsXgsXQxAicL5CPjwgSuXLtK4vlqwatjgAWxavw4AZ0d7oqOjOXH8GG1bqYWNevfsxu5dOwDIYmmCIAjs27ubnt3+BqBz+9Yc8/ZCLpeTO3sWADZv9GTYYPUgvnnj+vheOEdwUBDFCqhdEVevWMaUCWpBrHo1q3Ln9i2mzZrH1csXOXLoIACJiYmZ92D+I5w8doQGNV2IiYnBfeAwqlavxdRxw9i6YS3PnjwiISGeLFnt8H//ljqVSxETHcWxCzfZ6XWK3gOH0bRlW/IVKJRKYfxzFMnJrJw3hbWLZzF21vI0gm1Z7LIxd/kGzvm9ZM+Jy6zb5c3JG8+Ijozg5bPHxMVqHgRo+e+jSE7m4pnjbF61iMnDe9OvYyOmjezL2uXzSVYko1Ao8Drvx7k7r1jquZOGTVunMRR8C9XrNqJY6fIs33QAqVTKrWuXuOx7hssXMp52ztLaBkEQuH/7BoIg0KyuK8+ePOL92zecO61O7/cpjeGqZYvYtXUjw8ZMoKpbTYaMGk/xkqVp1rINM+cuJiEhgb2HjpPHOS8H9+0mKDAgjaHgd+T508cc2rfrh88za/JoAgM/ZEKNtHwPnybExsbGvHv3liHDR9GjVx8WLFlG/gIFsHdwYNLU6ZlWnlQqJUfOnN+VJeB7cO83gEaNm2BpaUnP3u4AJCcno0hORiKRMG7CZAwMDHCt5sbc+QsByJo1q0ZDwYvnzwkJCWHY8JFIpVJq1a6Dvr4+lpaWP2Qo+BaKFClKjY8aEPsPeVOgYEG2btmEt9fhn1bm44f3MDYxTTEUAJw5dYzqtetz1+8Gl8+fplDREty8dgkjI2MO7Nzy0+qiRYsWcbSeBRrQehakZsyRR6n+j/3wgve++0l8dZOYyDBy5C1MRNAHchYsRr3O/Vk5rDN7ztxJSUP1Of+vYQj3790hMiIcF1c3ihd05vjpC0REhHPh3Fm69XJPlWVCqVQilf4z2U1OTub2rRuUKlMOqcgL/Tt7FuzavpnJY0fSoFFT7t+9TVBgAM3bdqJl285pVl1fvnhK706tKFS0OItWbUzZLrb698mzYMaovlzzPYvngTNY2agNO2JtheLjR/Pk4T1a162MgYEhHXr0ZcioSRr313oWpOa/5llw8cI5Rrp3oEGzduTOW4Csdg4EfnhHwNsXvH75jNDgYDbvP4nuZ+nDdDW03V/zLNDEq8d3uXb5PN36DEq1PT3PAqVSycRhvXEfOo5Z44eycO1ODGUKjE1MeHj/LtevXKRTt96UL5ybzXuPYG1lhZmZeYohTaFQ8MH/Hc55nOjctjndevWldNnybN+8noKFi2Jtm4V8GlbZv/QseP/uLRcvnKN1u47cveOHg0MOrG1sUu3zMz0LggI+YGhsIir+9q1lv3/7BtssWdEV0WbQehakJrM9C0JDQvA+cohOf3ejcYPaLPFYTZ48udm5fRv37t5h2szZn53nxz0L/tlfpK6Z7Fmgie8Ni96+bSsJ8fF06db9u8sW42ueBZq4d/cOerp6FPjCw+DzVfk7t/1wcs7LB//3TJ08iTUbt6U5j5hnwbSJY4iXy5k4c0HKtvKFc3H49GVmThpLvkJF6PpZ2ykIgjYM4Qu0ngXfjmG2fELuLsv+lbIezazzR91LrWeBlgxjYu9EgVbDGLPxGAmxMYR+eEdkaBDvntznwZUzOOTIxTXfjK+m/ckULVYcF1e1grLfg6dktbPD1MyMbA5q1eWObZpzyfcCb16/wq2Sun05cvgAFy+cQyqVMnfmVJRKJU8eP+TNL0wjlFFWLlvEmGEDMTAw4OmTRwweMYard58ycPi4NIaCh/fv0LphDTr3cGfhyg3fXEZyUhIKhYKY6Eji5XFfP+AjeQsU5tSNZyz23InvmZPatKB/KHb2OdDR0aVekzY0bN6e8i7Vady6M8PGz3zph7gAACAASURBVGDZ+t3sOHIulaEgs1AqlRQpXjKNoeBryGQyatVvSjaHnCxZv0edLeBjCFOhIsXo3F0d2zt41ARyO+XF3NwCI2Nj/G5e58zJ4ygUCrq0bY4gCGzYtgdXtxrI5XEolUru3L5FgL8/mzesBeDs6ZPcunENUBslAby9DuF7/hyHDuxj03r1fiePHeXhg/vEREfjuWZlptwfMWJiolEoFCQmJnLF99wPnUulUjGoVyciIsIyqXZaMkpCQgLhYeEA7Np3OEWksFmLlrj3G0BiYiLjx4xCpVL937fB1dyq06Vbd+Lj4xEEAaVSyaWL6gW70NBQFArNRsmfRbFixTE3N2ff3t2Auo0QBIGXL15wcP9eANauWsH7d2+xd8hO245/f/O5Vy9fxNFD++junrp9zGJnx4O7tznnc4xmbVJne9GK02nR8mvQGgu0fDe6+vpUadKektXqMv/EfbpMWsLpnZ7oGxry+F7m5Br/E/mkc5A9ew7qN2wEwPJVnlSq4kKu3Hk4deEqoE5vqK+vj0wmY9cBb/T09Lh98wZ+N68jCAJHjxxK0WX43VAoFEwYPYzJY0eQnJREvb+asOfwCWrVbaAxpzuAUqHAwtKK9l16ZmhQEBzozymvvVSpXpfDuzazZtF0PJfOxmPBDOZNHcvkkf2ZN3Us53yOERsTTXy8nCkjB9CtZT2UKiVlK1UlOSmJC2dOZtbla/mNyGqfnbpNWjN+UFfqlXdmpHsHvPfv+GkTk+SkJB7d8+PRXT8G9+rEjSsXObx3B8nJyYwb6o5SqSQ6KhKlUsnrl8+5elE9IR4/rC9PHtxlvccC9PT10/0GenZsRcUqrujq6lLHtRxBgQHIZDISkxIxMDDA59ItpFJpiohclixZ6d1vEIaGhpw9c4KQYHXKyIT4eCQSiTo8rEwxVCoVJiammJmb0bvvAPYePq4OHRowGBfXasTGxpCcJO7d8aMIgkD7JvUI/OBPcnISgQE/Fj4glUrx2LADu2wOzJ8+Aa/9Px7WoCVjOGTPzqChwwFSZd7Q1dXF3sGB2NhY8hcoiFQqZc6sGSxZtPBXVfWXEhsbS+MGdREEgTmzZrBo4XwSExOZP3c2CQkJLFuyiE0b1//r9VKpVLx69RKACmVK8PzZM1SCivAwtQFu6YrVCILA5o3rqV5TPJXlJwRBYPG8GWzbuI5tB0/gkCO1mKWVlQ2P7t9FR0eHmOiozL8gLVq0ZBhtGIIGtGEIqfkyDOETTUraEfrhHfN6NmHa/svo6Opx6fAOdswdS50mrRkza3maY/5fwxAyOxtCZEQEE8cMZ5HHGu7e9sPS2hb7j14KX/JvhyGEhYXSu0t7fM+fQUdHhwKFijBm4jQEBLz272XB8tXEJaT9llQqFZWLO7H90Ckcc+dJVT9NrsIqlYp34Wr3/XMnvPB/+xKlQolSqUCpUKCnI8HY2BQTMzOCAwPwXLEQlUpFzlxOFCxSnLMnvdl51Jfsjrnp26kZ9Ru1oGnrDmnK0YYhpOa/FobwucBhSFAAt676snPjSiwtLJkyz4OsX2QFgB8LQwgK8Gf6mIEsWb+HmLBAYmOjCQ8LpXjJshzet4MtniupXrsBtlnsKFikOE+fPKR67fpERoRjaWtPaHAgOrp6qTJ1fJ4NITo6ipCgILLnyIm+gQGolKkMA5/4/N0RBIHgoECMTUzR1dNPY7ATBAGlIhFDQ8M01zZp3CgKFipM63YdU7Z169iWuYuWYWllrfF+ZDQM4dWbN7x785qnjx7g//4dzx4/YvHqjRibmGrcX11nzdvFyg4NCUbPwIDzPicAqN9YrV3z6T4JgsAH/3fYZXNAJpNpwxA08LUwhG2bN2BiYkqjps25fNGX8uXKMXvGVLLZO6TE8wPIROqkSE5GLpcTHx+Pubk5Rkb/tA//D2EIcXFxKSkpP6VX/LxsQRA4d/YMb9++oVPnLhk69/eEIXxrNoTAgACuX7tCrfqNNe7/KQxBEARmTx2Pz4mjbNvnjblV2qwODd3KM2vxSm5ev8b6lYvZuPc4dvb/pJG0MNLcl2jDEFKjDUNIi2G2fEKerv9OGMLDGX9WGEK6xoLCxUsJu7wvpNmum8HJR3qdrhhiH6tYJ21uqLkBSa9jEPslWWTyH6thgqPeX3ODYCZSJ4BEhebri5ZrLkPsHhroah44GIkM2kH83orVV0fkHvq8CAJgZs+W1OvYixIuNVEplZxeO58O3ftiZ5928mptonmSI9aomopMcMQGZel10hkd4Indc7GJvELsB8QNSmLvWqLIM9K0/5Z1HjjnK0BFF7c0EwYAAz3NnUmiiHJxevoHmvj89oWFBtOmQTU+vH+Lta0tcxavwcWtJjKZDHlcHElJiSQlJYrmoh89xB1dHV12bFpDh259GTlpFpD2uq9dOsfo/l04de0xeiKxyFHyfzrkkb3bcfH0MQCmzPegWMmytG1YDY9Ne4iXy5k0vB9evnc1n0vsdqTzriUkab63IfEJGreHJ2ieBB9/pNl9ulROcQG+O/6xGreLGd4K22mesItN/E10NX+TALaGmp+F2CQjLllze2chYgzRTac9NxRpCw01XIdCoWDd0rns2bGZHQdPkCNnrlS/m4qkPBTjU5t64qgXNevUJ14ux9jEROMA9oP/e3yOHeHM6VO0bN2WgoUKM2xQf/YdPsrWLZto/9GV95MHEqjbqLt3bpPHyZkNnmuQSCT07a923xVrpz7/Lu/dvcOUCWPZfcBLdHIg2g4qFSnZZT4ZGS5d9KVkqdIYGKiz0vi/f8+bN6+wy2ZP3rz5EJvrJinVruZPHj8kIiyc0NBgNnqu4eb1a2lERs/eek62bNk0nwjx91nU+Pvxwp88eoBUKiXvR90GeVQ4+3ZtZ9uWDXzwf4+OTAcX1+oYGRsRGxODW41adOrSPdW5xNp6sT5GjOR0DG9iiE20xS5crE8Um2Skh9i7liiPZf++PVSoUAmZTIZz3ry0btGUtRs2oVKpMDU1Td03idZVXdm5s2diZW1Nt+49v3odfzJJSUno6uqxZ9dOqlZzQ19fn/lzZ1OvfgMqVa6cKWWkNz4Xm2h/PoY843OSPE7OOObKnarPTXWejw9v366trF62kO0HjmNpZU2kPG2/V7VoTg6cvcWTe7e5d/sGRw/tYf+payltj7Wp5r7hRZDmfs/UQPO4Nr3sL2ILS2KItXeiE/b0DDQiZUfGaR4jWJuK9bma26jYePFQlnJOFn/UBPdLtMaC7ydjIyItWjTgXLwMb58+pIRLTaQyGcMmzPzVVfq/okM3d2RSCV1bN6Rbn0GUq6x2T/4VGBubMnLSLJzzFeTyhTMEBvinqFIbGRujq6dHg7LlOH/rmcbjW7bvSs92jbG0tmHLuuVcvXgW5/yFAFAolAwZN52oiHBG9+9CQnw8wUEBZP9ioqeJ8XNXEvDuDRZW1jjncSQuNoaOPfoyd8oYEuLlDB47VdTooOXPQ0dHh8Ejx2NpZU27pnXZcfAEDtlzfv3Ar3DiqBehIcFUcnFN0Rn4hFwuR19fHz19fQyNDBk0ZDgWlpbky18Ar+M+hIeH8+7Na2QyGRvWrebJ48c0btqMC+fPMnL0eFZ5LGXgkOGUr1AJb6+DTJ04jrETp6Q7i0pISODJo4cUL1mKHXsPftc16erqEvDhA9WrVuTR8zeMHjmUrt17McC9F42bNWfFsiU8efIIKytrDAwMmTNvIXnzF8TC0hJBEEhMVIdGCILA9s0bWLl8MXGxsdg7ZMfMzJymzVvRokN3BnRrS836jeg7ZAx5CxT+afHJ+QsWZsm8GUwbPxL/d28JCvxA3fp/MW3WAiq7uBLwwZ8L504jqFTI5XIWL5hDx7+7aeOl0yEqMpLIiAjyFyiQsm3nnv3pGlTTY9iIUf/393v3rp2cP3uGJctX8v79O+RxcahUKszNzalYKXMMBZnBi+fPsLKyxjFX7nT3S05OZtn8WUybu0TUIwnA3MKSdcvmsX/HJrLnzMW7N69QfJY6W4uWH+F3aVckEokn0BAIFgShyMdtc4G/gCTgBdBFEITIX1fLf9B6FmhA61mQmq95Fpw7sJ3nd2/SbcI8AEpktRQtW+tZkJrM8CwA9bW9fPYE26x2tKjnwvGLd1N++zc9Cz7xKbe22PspqoqerGRI745cPn8aHV1dIsPD0NXTQ5GcTPHS5encaxCzJgxl8Njp+F2/hO/p44ybsZAqbrXSnEtslcNcxI1RNNxA61mQevsf4FkAYKSnvo61K5aw2XMlx87dwPCj2/P3ehYAHDm0Hysra7LY2ZE/f36mThhNrboN+OD/ntcvX9CgcVN8jnkzZPjINOf59A4KgkBkRAQxMTFERoRTomQpdezwyxeYmZlz2+8WQUEBdOjUhYu+53FyzoeOjg5+t25Qo1Yd/u7QmjbtOmBkZMwqj6Ws8tyEqanpx3NrvgaxdlAmlaS4dAcFBvL0yWMKFipMTEwMq1d54HfzBt4nThMXF8eYkUO5d/cuT588wsTEFBNTU8ZNmopb9VpMHj+aPbt3sHbTDlzdaqQaL4REJzKiX1f8371l68FTKdvF+h74fs8ChUJBx+YNsLS2pt/gkZQsXlzjREQmlaBSqbC3NubF+9AU93DQehakKlYQkKgUqfQI/ilc5ETpeBYolUpaNW/Cxi3bMfnM4PabjPF/OgcP7MfaxoYyZcoik8nQ0dHcX2XW/fgRz4LPwyZAvM+Njo6ib9d2mJiasWL99pRvX5NnwdiBPfA9c4Jth87ge/YkKxfN4vyd1ynHaD0LUqP1LPh2DLPlE5y6pQ2P/hk8mF473XspkUiqArHAps+MBbWB04IgKCQSyWwAQRDSDhR+AVqBQy0/jK1DTkL83/7qavzfkydvfkzNzNlx6DRH9u/Cc8WiX1aXySMH4Hv2VJrtgiCwZvlCnj99LHrsgpWb2bTvJH81a4O5hSVKhQIDA0MiwkLZtGYJPQeOopJrTczMLYmMCOf5k4c/81K0/OF07zOAqMhI5BnIpJEeDRo1xdzSkuEDegPQtEVrihYrgWv1mvTqO5D8BQppNBQIgsCVS750bt+KkoXz4pQjC7NnTKZYiZIc8/YiMiKCnl07YW1jQ606denQSR2zfOKYN9HRUYSHh+HeowshwcGsWb+F6jVr47lmJQuWeKQYCr4XpVLJ/Lmz+Kt+LSpUqoyNrS17dm3nmLcXa9dvRiqVYmpqylKP1Zy5cJkZs+ejp6/P82dPyZrFjni5nEpVqqJQKBAEgcePHnD18kX8379DEATWeSzk/u1bLFy1+YfqKYYgCCydP4v61cpTJJctevr6LFq5gUJFNRsK4uLikMvlvH71kqx22VJNiNIjPCwMhUJBZEQE165cyuzL+C158vgR9WpXz9RzDhoyLJWh4E9HEATmzZ1NUlISZmZmmBibYGBg8Ms8BL+Vrh3bcOP61XT3ef/2DS3qu+GcrwDL1m756spusdLlmLdqC455nGnftQ/nbr/6bVaDtfzHkaiNbP/G39cQBOE8EP7FthOCIHyy5lwBNAuR/QK0fj1afhgdXT2Sk3+eQraWjGFpbUMVt1pERoTz7s0rJEIyzvkKfP3AbyA2JhpBEDA1MyckKBALSyuQQGR4GJbWNgxz78zsJevoM3i0RldDiUSCY24nlEoFyxfMJDDAn8AP/sTFxZKclERScjIqpZKZi9cyYuIshoydhqBSgUyXmKhIrl++wFXf0yyfN4VKVWuy9+RlHHI4Zsq1afn/JCkpibjYmHRdYzPKvTt+lC1fCYAixUoApAlL+JIrly7SsW0LRo6ZwOhxk6hUphhvXr9ixJABPLx/j8PHfNjvdZxlixfQrWcf9u7egb29AxOnzuSMz0mqVqvOqfOXsbSyQkdHB4kENm7bhUKhoGvHtkyYMp1cufN81/Xo6OhQvUYt5HI569asxNzcgh3bt3Ls5Fmy2qXWHzntc5IBfXuRx8mZrTv3Ub5iJaRSKS1atUGhUjFm2CBePH+asr+lpRW2dvas3+1NFjtxjYLvRRAE5kwdz/kzPsxcsJy8+QtiJDL537JxHR5LFuL/Xm38NjY2oUz5Cume3+/mDYKDA6lTryGd2jRn4bKVxMnjOHX8GOUqVOLJo4fkzV9Ao57Mfw1BELh+7Qply1XA9/xZfC+cY/S4SRz2PpFpZchkMgoWKkz7Ni3ZuGU7r1+9IjAwAJeqVQkKCsLS0hK9n5Dq9GcTEhJCUlISDg7/iPUd2L+Pt2/eMGDQYKRSKXK5HLfqNX5hLcV58fw5UydPYMPmbezfu5usWbOyfstOjaKon7h96zq9OrWiz8DhdOnZ96tlREdGsHDaOOwcsrNqywEccjj+Ed+Nlv9LbCQSyY3P/l8tCMLqDBzfFdiZyXX6brRfoZYfJvTDO2ztc/zqamj5DHMLSxxzO3Hv9k3u3Lrx9QPSITkpic1rlyMIAgd2bWHX5nUAjB7Ug/fvXvP+7SvGDu6Fjo4O7f7uhVQmI2s2e1ENgNr1G3H75jWWzZ9BoSLFadOpGyVKlePFsyfIY2No36U3uZ3zIQgCD+7eYuXi2XRqUp16lQqxZ+s6HHLmZu3OY0xZsEprKNDyw4QEB2JtkyVTB6V/NW7O8LGTMnRMsiKZPE7OdO/lTv4CBSlXoSJ379zGxtYWv1s3iAgPx9TUlPh4deaMEiVLp8QJe65ZSVJSEmtXeVDdpXzKPp8YPHwUDtlz/FCe9lKly1CwUGF2bNvCyOGDGTx0RBpDAYBb9ZqcOnuJNu060qFNc+7dvUNiYiI7t29hjcdSPvi/o3DRYjRr2Yaps+YhlUpxq13/p60eLpk/E58TR9m05zDFS5XRaCgICQkmMTERn5PH6dazD8/fh/E6IAKvE2eZt0iz22pMdDTXr15OVe/DJ86QN38BSpQszZiJUxAEgXGjhhEUGEB0VBSJiYk/5Rr/LWJiYpg9fQox0dEUKFiYZi1aA3yz58W3Ym5uTr8Bg9DR0SE4OIjnz9UaN0MHD+DatavEx8cTHBycqWX+LKKjo4mOjub8ubNsXK/uO4cNGURoaCily5SlUeMmAAwZOhwLC4tfWVVRzp09g6mZGQMGDwXAxsYGMzN1tgqx7/bo4f10a9eM6fOXfZOhAODY4b241qpHq47d6dikJo/u38m0a9CiRYJ6werf+ANCBUEo89nfNxsKJBLJWEABbP1JtyLDpKtZkLdwcWHBjrQWYwdTzZZE03Ri9MUQi/cXi5sWiys20NU80EsvfaHYlYvFHYrF+scnat6eXio9sbQtkQmaY76yGGueeImVIJZeBsS1F8TulZjuw3V/tQfNvtULUSqSaek+AoD8luIur5YimgVi74GxSBoZMdK7bjHEPgGxsavYkFYsDRaIaw2Iveefp3v7HLFnJxrHinhKU71viFlNSkxEpqPD6sWz6OI+TKMBQOzbg9SxfPHxci74HGf7hpV88H9Hu+4DaNq+G/3aNVALDvYeTL2GTUlOTuLQri3s2eaJIikJt7p/UbVaDUqWqaBOFfcZYSJxfCAeD58sEssn9vzE4uffxcpFy/Z5GqFxe5U85hq3+/lrdoGP1hDTCaAnEp8P8D5U87k0pQME8dhv90qaDTGJ6bzndsaa0y2KtXdicfLfE0+dw1pzvySWtu4TN65fY/DAfly4dC3d/TKScq12jWrMmbeQ4iVKAnDr1k3OnvahchUXypWvoLER2bjBk53btnH46EkAwsPDefP6FSVLlaafey+Oeh3i2GlfunRojc+FKynCoZ/z5PEjoqOiKFOufJq+wdvrEN6HD/DB3589B73TuN9r6vcEQQBBSCmrX58e6Ovr03/gUHLlzk1QtGYNDmsTPV48f0b5kkVo1KQZFy+cp3DRorTs1AvXGnVS1T3wgz+9urbnyZ3rWNpkoVLtv+g0ZKI6A0M64xMnS82eGpbGqb/XPLaGLPfchludRppPlBBJIafsKZOeg96nqOzimm7qMaVK4PXLF3gsXcichf+oa6eni+O5ZiVBQYGMHjdJ9Lyf7y+GWCyy2DFiug9ikzyxMeHbN29o36Y5F6/cSHOs6LlE7qFYLPy32ovOnPZh25bNrPHcwOVLlyhWvHimGywyi+lTJ2NhYUnf/gNStp057UPefPnJnv3f8zLO6Djnc6ZMmkCz5i0pUrQoID4WjktUIggCK5bMZ/3qFazfvpcixUoQLaJlEPPFeGZknw5Ur9eEOo1acOmUF1NGD6RJq46069KLbA45EASBY4d2kyNXHoqV/CIcXOT6jEX0ZyLSGTs8DNWcTtjJXHObI6bNJHZv00snHx6ruV5xIoZesfGJ2PjHXF98jFw6t/kfrVlgZJ9PcO7u8a+UdW9qra/eS4lEkgvw+qRZ8HFbZ6A3UEMQBPFB5r+MNgxByw8T4v+WgqXTd9XU8uuYOKQHg8bOxNLaJkPHvXv9gglDe+O55wR9howVFfFJj7DQEC6f9+G8zzEunTtF4eKlad2pJ+Wq10+ZrDx9dI995+9jYmrG7euXmTZ6AI558jJswizKVqyKRCIRndBq0fKjPH36hKxZNafy/F68j58iICCAeXNmERUZyY4dW6nf4C/We67B0MCQ2nXr0XfAIOw+W5lv3aYdC+fNZfiQgYwaMx5rGxusrKwAGDxsJJvWr+XGtSvs9zqOVColIjwcy4+/fyJ/gYL83aE13Xv2oZKLa6rf6jdshI1tFgb26c6HD/68e/Oayl/s84ntWzeRPUdOKlSsTPmSRbh66x46OjpcuXyJdRu2kCt3+srnAE7Oebn96DknjnozcuwE8hcoSFBU2pV1O3sHZmw8SJD/G/asWYLP/u2cPriTYfPWULRC1a+W8zU27vZiSJ8ueGR1oGiJ0ml+t7Kyplr1mjx7+gSP1eupVOXbysyVxymVoeBrdO3RG6VSyf27d7hx/Sp/d+v59YN+I3I6OnLm/KXfIn7crXoNqrmpdRJ27tiGhYUFBQsV+sW10szoseORSCQkJyenaBD8rqEGYkyYNOWb9lMoFIwdNgC/m9c5eOIc9g4ZM4Y8uHuLAaOnAVCrQRMKFi3BtvUraV67Ermd8hIY4E98vJwadRqmNRZo0fJVJL9F+yWGRCKpC4wEXH8nQwFojQVaMoF3zx9TrWnbX10NLSI0bdsFA5G4QoVCQUhQANkccjB2UHdGT13AuzcvOXviCH2GjGWx567valzj4+UM6dWROzevUrZSVapUq8WoKXOxsrYFIPozDxpDI2MWTxuNUpHMneuXGDF5Lm61G37fxWr5vyE5OZnDe7aydtl8EhPiyZc/H3mc8mJqaoogCAgCGBsbUbBgQQoUKIhMR4eoyEiUSiV6enro6uoSGxvLmFHDWb/x+7z9oqKikEgkmJmlzk4RGRnJqGFD8Pb2onIVFy5f88PGxgaVSsVF3wssX7qYRQvmMmvO/JRjDAwM8D5+mlkzp1K6RCGmz5pL+w6dAXDMlZvjZ3zp1KYFgYEBFChYiK2bN7BhS+qQxtevXtKiVZuPK+NpKVqsOGcv3cDv5nXu37tLZRdXWjf7C/f+gyhRshSNG9TmwuUb5MqVB2sbG3R1dTnucx59fX1aN2/Mu7dvKFyk6Dffn+zZc9C1R69v2jergyN9J82n55iZLBjVh2nu7chfoixNuvajVJUaJCcloquX8fSmLtVqMHOhB306Nef45fsYG6deHdTV1WXvoWOs8ljK4gVzqFK12jedNzDgA2tXLWfcpOnfXBeZTIaZuTl22bIRFBjIoQN76dG7L2tXeWBsbELbDp1wq1yO7bsPYGpm9tuJ3Ono6ND1744sWrI8zTv/b/OpX1q0ZBkJCQmEhYVhbZ15uiOZhVQqpWP7NjRp2pzmLVr+6up8F7t37SQsNJTe7uLhBPHx8fT6uz0J8XL2eZ/GJAOiqorkZPzfvSYpMQH7z0ILs+fMxYiJsxg0ajLXr/iiq6ODobERk0b0/6Hr0aLlVyORSLYD1VBrG7wHJgKjAX3g5Mf27YogCL1/WSU/Q2ss0PJDvH58n9jIcJyLlPrVVdGigYSEeIyMTTE00uyiGR4azJAebfHcc5z6TVqjr29AVjsHqrjVBsDMXDwNphhKpZIRfbtgaWXNGb9XXx3sTl28nhdPHpCYEM/YafMxNfs94za1/B4IgoDX3u2sXDQLhxyOTF+0GvvsOZGHvuXli+fExsamxA1GR0dx/NhRli5emJKjXKajgyI5maSkJBQKBTNmzf3mCbBSqWTr5k1cuujL1auXef9OreZvaGhI7jxO5MnjhF22bGzfupmWrdvy9OU7bGz+8eiRy+VUqFgJM3Nz2rZqxszZ81IZ47La2bFw8XJ69nKnXm03KlV2IfdHUcKy5SrgfeocE8aMYO6saZQtV4EL584QFRVFw0bquGff8+dYv24VTs75cM6XH5lMRlRkJDEx0WTPkRNDQ0Miw8MZPXwIJ8+p1fo379iLVCpFRyZl6469AFSsXCVVnQ7s28Ntv1vsP3zsp+c719XTY+SCddy75suScQPZ5TEPCRK2LZ1J/+lL0dPTZ+/axSxYuhaFQvFN9XGtUYeYmGh0RdLQAXTp3osVyxaxecM6GjdrialZ+pMdQ0MjSpUum+Hry+mYi5yOuQgLDU159nXrN0T28Tp27juMra0tq1YsQx4Xx7CRYzJchiYSEhJYu2oFfQcM4sb1a8TL5bi6VU+5h0lJSSQkJGBqaopKpdKo4SGXy2nevKXmNIm/kGVLF2NibJLuZPbfRqlU0vXvjsxbsBiPlWv+c9kdFAoFEokEmUxGpcpViJfLOep9hOVLF9OxS3caN20OQFhoKOvXrmLd6pVUdq3OCs+t3yxAGREWSpembgQHfsDI2AS3uo00Lk4oVUoMDAx4/OAuD+7e4sXTx6LvqBYt6fG7OBYIgqBphXXdv16Rb0RrLNDyQ5zZv5VqTdulDHS0/F68f/OK3ZtWM3bWUo2/3/O7zvp92AIbnwAAIABJREFUJzEwMKRytVoAWNnYYmVj+91l7tm6npjoKBas3IzsG1bFipWpQLEy6jAWo3Ri8bVoAYiMCGPamEH0GjSKru5DUrbnKOJM1WppU7h9TbMgODiY+rWrc93vHpcu+qKjo4OTc14WLZjL5KkzUsXX+5w6yexZ0xkwcAi93ftRpGhRZDIZQUFBvHzxglcvX/DmzWv2HTxC6TJlUsUJr1rpwaTxY5g0dQY9evVGT1cPj2VL6Nt/YJo6FSxUmAEDhzKoX2+27z6AnoHaMyh3Hic279hLbGwse3fvoEuHNjhkz4Ftliw8e/qE5q3a0KFzFwRBoEObZrx5/ZrpsxdwzPsw02ervRisrK1ZuW5jihHv08BeJpWQ0zGtToVCoWDS+DGsXreRSp8ZEX42RctVYZnXJQ5u8ODgBg9ioyIJC/xA/hJladC+OwATh/ambuOWlCpXibCQYHLmdiI2NgZjY5NUk47ExAT09PR5/PCeqPuynp4ey1auY/GCOYwdNZRSpcsyd9EynPPm07i/uYUF9f9qovG3xMRE9PX1053QWNvY0L2XOwDZc+RM2Z4la1akEgl9+g4gKSmJC+fP4vKN3g4AoSEhxMfLsctmz4ghA1iybAWxsbEkxMejp6+PXC4nMTGB+AS1CGbFsiU4evIsd2/7sXHDOjZs3k7vHl2oWasOLVu3pYZrZXbvP4yFhQV9enajc5duv52xYNDgochkMm77+aFSqShVujTz582hd5++JCcnExYaipOzM4IgoFKpEASB0z6nqFmr9ueCZJnC+/fvOeNzio6d/6Zrtx5YWVlp1Bf53blx/Trz582mQIGCxMbG8vDBfYKDg+jj3p8JY0ayddMGZDIZly/50qhxM/Yc8iZX3oyFgiycNhq3uo0YMHoaEomEF08eEhz4gSx29in7REVG0KlZLQwNjSlYtDglSpejY3d3raFAi5Z/Ee3XpuWH0DcwJDH+twqt0fIR/7evccpXMMVQII+LBeDl00ecPeEFwMN7fkSEhmRuue9eU6VaTXT/g+mttPz+WFrZMHHOMs58fId/lCxZsnDd7x4SiYTY2FjkcjnW1tbky18AmUzGxg2e+PndQqlUMqBvH+rWa0CvPu6UKFnyY4pCCXZ2dlSqXJn2HTsxZtwESpdJPSHdsH4dHksX06VbD25cu4pEImH/YW/Wr13DoP7uJCSkFQrsN3Aw1ja2VKtSnof376X6zcTEhM5dunPt9kOat2pDv17dGDqwL1s3eXLlki8fPvjz6OFDlq/yxMW1GjVq1WbK+DG8fPEc14plKFCw0DdPkJ49fUJ4RDiVqrh8/03+TnR09WjeYxCT1u7BffICFo12R6VSkiu/Wg9q4pzllKvkyv3bN9i7zROAgT07c+Xi+VTnMTExZe4yT/p2acXzp49Ey6tStRq7D3jz8Pl7ihQrztyZU4mMiCA6KgqAFx9V+UEd8lGxZNrJ0elTJxjQpzvJyclULF2UmGjNYmlfQyKRoFQqWbpwXoaO27ZlA0e8DqJQKKji4opEImHHti2sWL6Enr3dMTY2poqLK3XrNUAQBI6ePIuNjQ3Va9Zi45YdAKxau4HmLVsjCAKrPTdibW3NgnmzadGyNbVq1/mu6/mZfPoOb928kZJxQvFRI+D+/Xt4LFf3gZ07tuPQwQMArFm9EqlUiufaNYweOVx9zDdkC0lMTGT/PrUHzsb1nkyfOhmAhvVqc/PGDXR0dIj6+L64VnP7zxkK4uLimDBuDOXKl2fAgMHY2mZh987ttG7Tjuu37tKzdx/OXrxGq7btad2uA9dvP2TJitUZCk8CCA4MwPf0cXoNHotEIiEhIZ4BfzejXb2KjB/Unbu3rpOUmMjAbm2o7FqTHUfOMXHWEtp07kHhYiV/0tVr+dP5F7Mh/FGkmw0hf5ESgseeU2m2P4uI1bh/TjMjjdttjcSt0EZ6mlekY0SyAshFVFgtRDIx6KRjfRQTt44XKcNERFU1Nl5zBxOZqPkaQFyR3URXcxlWxponXmKK9nIRBXwQz9Iglg3BTOTeTjr5lOjAt3hP7EgrDx+kMnXdK+UWj2WsnieLxu36OmIdqkgWAZFryGj2BAAjEfG8JIXmZySmBCym8AziSvtiZQRFaVYZF/tav1w9VSqV9OvUhPGzl5E9hyOCINCiZlk2HjhNaHAgD+/60bhFO43nMjbQfD+SFZpL/7INOXX0EEvmTuX5k0d0HTaJJp3Shlw9DtOs2B8QrVkJ+F24ZoOUhZG4QSJR5N6Wd9T8furpaH5+YpksTj8JFy07QeT7q5rPSuP2PFaa285r7zVPNN6EihvorEw0t7clHTSHopiKfDP5RLKaiL2zABbGmtsKsWPEFNz1RTJsfGonzp8+wbABvfDyucz+Xdvo7j6Qi6e8yJe/AIUKF0l1jI5IG/mt/bmv7wVMjE0oUbIkw4cOJjEhgSXLV6TaJzFZ5Po+Ft23V3cKFCyEk7MzyxYv4vipM4Ba86BPz268ePGc9Zu2kq9A6smnIAhs37qJcaNG8FeTZujp61O+YmUaNWmeso9CJSAIAhfOnmbk4H7o6OqwY783DvYOvHr5HGNjE455e+H//i3jJk3HvUdn6jdsRKOmzVOV9fmziI+PZ9eOrZiZmVO55l9UKJyTvkNG07lHajdvTWr3SqWSp48ecOPKRW5dv0JMdCQKhRKVUolKUFG6bAVad+hKDsdcKcfEimR/eRuZ+j2fNaQbparUoHazdjhZa3brtjHVQxAEPFd7ULJ0WSwsLHHKq07FumfnNqZNHMuh42fI+bF8sQwGbZo1JI9TXi75XiAwMIBxE6eyeeM6jvlcQCaTIQgCCoUixUNj7SoPnPPmw8XVDblcjqmpKaEhIRgYGrJhzUoGDR2ethCRd/DzLDlhoaHMnDaJmXMXphvStW71CgwNjVCqlPjduM6Cpep39NNzFQQh1SBWrL//sj2PiIhAqVTy5MljBvTtzXW/u2lWddPL3vA7oVQq00zeVSoVsbGxGBoaUrJYIS5eucG7t28JCQnGrXoNlEolUqmMPbt2YmFpSTW36vTp2Y2VazyJjYslKSkJGxsboqKiMDY2TjcsJr0xgugxmXRrvxzqKxQKQkNDsbZVj8lmTptMTkdH2nXozJqVHjg4ONC/by+cnfLS070vrdv8M144cM9fYxmueTR7JAZrEDZNSkzEtXgOrj8NRFdXl81rl3P14gVmLl7Fvh2b2bJuBYmJCZQqV4m5HhtS3jmx8WuASGYWlcioSWwMDqArMm+wF8kEJ9a/Bcs118lQdLwLESLzhvtBmudd4XLNY43Kjpr779wiGR0AyjtZ/OHZEPIL+Xut+PqOmcDtSTX+qHup9SzQ8kOY2eVEUKlIiov51VXR8hkymYwVWw/z7tVLJg7tg1QqZcvhc5iamZPbOT8NmrXJ9DLj4+VcvXiOiPAwnj9Rr96d3PfbpInV8gch09HB3MIScwtL4mLVbY+hkRFxcXGEhYV90wrht1KligvFS5Rg+7at7Ny+lSpVNWcQSI+GjZuwZdMGPJYuoVnLf0TOzM3N2bpjN+79BlCvlhszp01GLv9ngiyRSGjXoTPePhfInceZyIhwunVsw/t3b1OdXyKRUNWtBjsPeJOYkIj34QPIZDLGjRqK380bdOneK0WIb8HSFdSqWx9BEFAqlRzctyfVBFEul9OhdTMQoGz5CkgkEnr2H8rmdSs4dng/SYlpB/6gnogd2L2NWuWLMLhXJ54+foBrjTp07tGPnv2G4D5kFP2HjCYxMZFmdV3o0qYRJ7wPfvOzigoPJfDdG14+UntZnD15lJDgoDT7SSQSpFIpBQsXJSwkhO6d2xEfr3a5b96qLfr6BjSuWz3NPfwSqUyHdatXUL5iJSZNncmi+bPZc8Cb+Ph4pk4cS0x0NGd8/kktXapM2RSdCNOP4m42trbo6+uTlCyepu1r6BsYULN2HY1u1yqVinmzpxMfH0+5CpU4deIYbdp1TDEUfHlfMoLq42TKY9liThw/SuXKVbh8/dZ/2v1b0yq/VCrFzMwMXV1dfC9fx9zcnOjoaEJDQ1EoFNSo5kJSUhI5cubE3t4BHR0d1nhuVItVmpmlaJKYm5v/dD2PzESpVNKi6V+Eh4fz6OEDSpUuQ9PmrdRtSTU3BvTrzd4DXvicv5jKUJBZ6OnrY2OblTGDejFmUG9WLp5LV/dBmJqZ07lnP4743mHBqs3MWLT6P/3OafmNkKiNb//G35/Gf6dl0/LbItMzQJEYD2RcDE/Lz6VoqbIULaEWnzQyzjyBpaSkJA7t2c6a5fN5++pFyvbipcqRJ29+WrT7m6IlSuNUPm0MuRYtP0qxkmWICPsfe2cZF0XXxuFrd+kGA6WRFrsbO7C7u7vrsVuxu7v1sbsLuxXswhZUGnaJ3fcDiiIzqyjG4zvX78cHzpw5MTtz5sx97vO/3/Ls6RP6DB4BQKXKvgAUKZCbtRu34OLi+kN1PLh/n3Nnz3DrViCXL10kOPgNO/ccIE/etLnAJiYmUq58RQ7s28uenTuoUbNOiuMymYyWrdpQtmx5/hk8gDzebnhl98bDw4uRYydgZGRENhdXuvTozb07t7lx7RrlSxamfqOmtGrbAUcXt+SyHJycMbewIHfepBCBK9b+S/SH7Uf3793B1c2DzRvWsmr5EmrWrkf33v04fvQwZctXZOG8WTg7u1Cxsi/K2BiatWyNQqHgRUgEhYuV4tH9u/Ro3xSAshV9MTWzwNzSAnMLK4yNjdm2aS1GRsb4zVlCwSLC2gZyGRQrVYa+g0eyb/c2lsybyT99ulKgaCmKlCxDoeKliI+L58XTx7x+9QKVwhATM3POHNrNmcN7yF2kJDk+6JvcCriGq4cXb9+8ZsOqJXTrP5RDe3eya/Mq1m7ewfmzpwm8eYNZC5ZgaGhI/15d+Wf4GHYdOs62zRupV70yB0+cxdJSWFC138B/OLhvDx27dMfVzZ3AgBtULFOcVev/xcHJGY1Gw+gRQ6lYuSqjh/9DQkICo8f7pSpHV1eXAYOGMHvGNHLmzk0pnzLUrVWVDZu3o2/w9b3/JiYmFClagjkzptKz7wAuXTzP25BgKvtWRy6XY2lphTI2Fjs7eyr7VkOj0TC4fx8mTJ7G9MkTKVi4CKV8yny1HoCHDx5w795dKlfxpV2blvTu258hw0YmH/9W4br/KhYWSfdCseLFk9OWLFtJfHw8hYsU/V3N+ia+9BzRxphRI2jXoRP7Dx1D39CIC+fOEBUZiZFRkodb0JPH5M2XnwIFC/3MJjNy0iwWzvIj6PEjIsLDmDpmKGt3JnkzKxQK8hb8s6+5hMT/C5KxQOKHiFfGEBcdgb6ppGD/J2JkbCLqZvu9BN64Sr3KqT8GWnXswYDh41OkPXgn7DonIfEjmJqaUaBwMe7eCsDVzSM5/W1ICP7nLv/wCp9KpaJU8cJUrFSF7N7edO3ekwoVK2EoEoJUG0MHD2De7JlkyJiRnLly06t7Z9Zv3JJqtczewYHlq9fz4P49goKesGHtanwrlKFdx05UrFIDC0tL3D29OHXhGkFPHrNq+RKqVypDgcJFGTVhCvYOSeKEz4Ke4PJBlO+M/0mWLJjNgqVrGD64P+Mnz6Bhk+bUqlMfYxMTVi5bTFRUFKWLFeDZ0yCy2tgya/oUVColF8+fxcTElDYtmyGTybCwtKK4TzlOnzhCwSIlsMyQkfCw94SFhfL8aRDd+w2hfJXq3/TBYmBoSO36TahdvwmvX73g6JHDnPM/xuJZfhgaGWFr74h1VjvevHtH2LsQchcpxYJdpzG3+hRZokvvwQAsmj2FgBtJmhJeOXNx4WQW4uPjUcgVLFm1Prk9xUv6YGJqio6ODh279uDB/bsM7NOd6XMWYGyceotOgYKF8fDKTv/e3SlTtjyOTs6EhAQzZsQQ1mzcCsDBY6cBGDJizFf7XbxkKWxt7ZDL5fTpNzBNIoFRUZFYfVjBTkxMxNDQiN07t2Nubk7lqtWZPmUio8f7MXvG1A9bVYqh0WgoX7EySmUsM6b60avvgFTlRkdHJ4cRTaonilcvk1zMe/XpR4407kP/G3F1c0vlwv+noFQq2bxxA4sXLSA4+A179h3CxVXYSBoWFsbZM6ep4lsVFxdXzMzMMDY2Jj5RTWXfT6GKHz9+xNrVK3/Jvuub1y6hp6fP4nXbcXDKhm/JPNy/E4ibp/dPr1tCQuLbkYwFEj/EmzuXyeDsha6B8J5rib8LjUaTbCgoUqI02Vw9yJW3ADnz5Mcx24+t5EpIfCtqtZqb1y7Ts/+QFOlVKpZh/6HjZPgsXGFaiYiIoFH9OlSq7MvyVWt+tKmULV+B06dOcsz/HAkJCVQsW4p/N2+kQUOhyEng6uaOq5s7ZcqWZ/PGdWzbspnFC+ez59DJ5JVdfQMDAgNuULpceU6fOknZYvkYPWEqjZu3SlK8j4qCjJkoW74iu7ZvISYmmnX/7kQmk/HvxjXs2LaFBUtXsXHdap4/e8bqjVvImTM3QU8ec+LYEcaPGcGBfXuYOW0yAHnyFyImJorgN68oVqosbTr3RCaTCWoWpJUsWW2pUb8pNeo3TXXsS80CIdp17UN0y/YoFArs7J1o1qotXdu3Yub8JSk+eGrWSRnjftT4yZQvURBHawsq+VZj7aZtKY6r1WrehYTQpXsvbl6/RlRkJIuWraZ02fLJeT6uxH6LiF2+/J+2r5YsVZq1a1Zia2tH6bLlvnqunb0DzVu2AaBwkWJAkpBipszWWFhYUrho0kr4nkPHOXv6JJWqVOP582eYmpmRzcWVx48+eX/FxcVxKzCAQgUL0LlDW5o0a0HJUj6UL1MS/7MXyZU7NwC5cuX+arskfh+HDx2kZ/cuZMvmwsDBQwi4eYNKFcpw5/7jVMZSjUaDUqnk+LEjVPGtSpNmzVOVp9FoOHH8KB3atKBVm/Z06PTzw1CuWDibjXtP4PRh7lC7YTP+XbeSwaNTe+hISPwoMtK+HUsiCclYIPFDmGSyI/zlY55fO4Vdnl+vli3xa5HJZJSp4EueAoXo0D1JsEubSKqExM/gzq0A9PT08cyeUszw4tWAHy67fdtWODk5M3vegh8uCyBfvgI8fRqEQqFAoVBgb2//TZ4Pcrmcho2b0aBRU1o2a0wOV3sWLl9D6bLlGdi7O/b2Dnh55+DNm2AuXTjLwrkzaNy8FY2bt6JWlbKMmzQdQyMjps9ZmKLcvbt2cmDvbmpWKYebuwcXz5/j6KGD5MtXINlQEfTkcbKhYMbC1WSxsU1agdbTw9HJ5Y+acMnlcvp1aUWnngPJW7AIBQoVoWdffSLCwwQ9Bj4ik8kICQnGwzM779+9TRXm8PGjh7x//46D+/bQf9BQcuVJXwV2Vxc3rDJlFBTd+xbKlq9IwzrV6dCpKwvmzqRI0eLcvHGdUcP+oVKVahzavxcTE1MaNm5KoyafPg6fPQ1i7qxpFFq9jpVrkjwv4uLi2LBpa7Jwo8SfS3h4ON26dOTSxQtMnzmHylV8uXb1Kr16dKVj567JY8v79++5cvkSW7ZsJvTdO9Zv2sqkydNSlRcREcGEMSPZtHEdJiamzFu0jPIVfk3Ei8xZsqL8oCcCUKdRCxpUKUX/4eORyf9bUSQkJP5mtM5YFDIZ5vqp96jlziTscp4o8pKJ0BIVQAxLEfV/sV3xYgqp2pS7DURiuuuLpIup4F8NDhNM1zafihNRlne3Et5XLqZEb2ks/BOKRTAAiBdR5o8VUXAPixEWZ7r54C1gimPDURybNZjcg7chk8kIChZ3PS9uL7ziJxbVQaxNYq71odHiQlLmItdEncZ7R+xeU2uZZIndO1FKYXEvUZV4EQVrA5GIDgCGIsfE+v2lsntsbAwnD++nnG8tnj15xLUrF+j1z+jk+2hTwCvRuu+8Fha+jBNRjxe7TmJRLrRFv3DPnLb9tfYmwt4xRiLjgaeVsNowQHS88O/6OFx4pfSRSLQHfZHnIredeMQRA13heydvZuFx21gkyovY+KhtW4vYSrOhSFk6CuGyxKLY6OrIUKlUzJs2AZ8yZTE1/NT25k0a0KxFKyp+0C74WpuExLADAwM4f+4st+4+Qi5XpHA/1jaeiynLK+MTUejqo4yNTVa4f/78OdZZbAQjuoiNLX7zVnDy6EF6d+/M1oP+XLlyCc/sOWnQsiMt23Rkmt943Nw9UMhkDB0xFjs7e3p2bU+XHn0pXrp8irLqNmzM/Xt3aNqiDQodHdp06Eq+AgUJj/30ntYodHFydmHZhu04a/EYSqvwmNi9IzZy5rQxFy3r83fGus07eHDvLu0bVaNu/YYoFAoCb95gnN/0pPI1Gnbt3EblqjWSP8yvXrlMNhc39h5N2kqQoCbFTeGczYU9h47TuF5NuquEVc2/ROx+FlLBL1KsOBo0tGvVnKbNW1Km3KffSVt0gbgENVMnjaNxs5b4TZ+Lja0d69etQUdPD6VKiW+1mqg1Glq27ZDUd3Uiz58/w9HRiSl+E7CxtWXpijXJ7yuNRoOOri72jo6oNRqtLvdij77YOb/CppRW28YvsXOJtEnUE0dbmzSfDkZFRVGrui9e2b25dDUAIyMjNBro1qUj7dp3om+/gSxfvpRpfpN4/foVefPlx93Dg9On/SlTqjiVKleh/6CU3lgDB/Tn/dsQtu0/hd2HrUzvo5LmUWL3c3En4XlcWIzIXF+kfw7Obty7excnt6RtBxmzOBAVGUGsMgGNyNByN1Q4QpC5vvD8zslc2GAoMtQC4gsgb6KExwGx972YUTVGKT5PDRGZw2YSiTRkJBI5yFgksppYZK7/F/4gO/d/CkliVOKHMXHIgUyhID7i7e9uikQ6Evz6Fbu2bEAZG0OfTi0olcuRRlVL0b3/MJxdPb5egITET2D3jm28efOKsZOmpkgfP2kqXl94GqSVndu3UrZche/SJhDD0NAQpVLJrh3bqFapDLcDA7CxtUtzOaXKViR/4aLMmTqeA6evY2mVgSXzZiStrA8amsLNvmWbDmTPkYtEAYtIlWo18cjuzfrVK2jWsg0FChVO9dEfcP0q1lltMDEVN4j9ScjlcswtLGjRpgN9e3QmT74CtGzbgTUrl3LsyCE0Gg1HDuxL0ino3Q21Ws32fzdSQovwn1wux8bGlvCwMM76nyIsNPSntN1v2kxKlPLh0sULnDpxXGve40cPs3/vLlxc3TA0NMLWzv6Den1Z5HI57h6e5M6bJGjbqkkDTh47Snh4OC2aNCA8PJyd27dRxbf6T+mHxM/h2tWr1KhWmZLFCpEnpyfuHp7MnrsgeQtMREQEDx/cZ/bMaVQoW4rFC+azaNkKXoaEsv/wMWbNXcCte49o274jo0cOIzExpUF+w+plGBmbYGNn/0v7pdFoCH79An19g+S0929DSEhIQEdLiFAJCYlfj2QskEgXTOy9CT675Xc3QyIdGdKnE4N6tMPSKiNVatQlPCyUpm06U69pm9/dNIn/Y54GPaFQkWIYGBikSF+3ZiWn/U/8UNmt27Rnz64d3Lxx44fK+RyFQsHo8X7069mVZi3asGr9v9jZf9/EvFylauzeupnpE0dyYM8OipUS/tiVyWTMWriC9auWsWXj2lTHXr14gb6BQXJ4vC9Zum4rkZERbN343wh9eudWID07t6FazTpcCXyIh2d2ShTMRXxcPKOHDUImkzFt7iJsbe2pUNmXCaOGcsb/BB269NBarr2DI0dOneO0/0l6de/0U9puZWWFrq4uMdHRRMdEo1aruRUovJ3GxMQUHYUOvtVrJYsSAjRp3hpjY2OcnLNRtUYtAOYsWkaxkqWwsrLixOkLmJubM2/hEt68fkV0dPRP6YtE+nL92jVqVqtEzVp1mDp9Frv3HmLegsUpjHs9unYiLCyMChUr075DZ477n6VwkaIptrYYGxtz5fJFGjdpnmrLy8pNu3j86D7tmtYlIlzYS/ZncOrIfuJUcZQsVxmAmOgoerVrSLvu/f+obU4SfxcymeyX/P1tSMYCiXTBsVZfwu+d57X/ht/dFIl04NI5fyIjwgEIDwul56CRmJqZ07Xf0N/cMon/dwoUKsK2fzexaN7sFKtkffoPotYXInZpQa1WM/SfgTg6OWOVIUN6NDWZLt17cefxCxo1bU65CpVEJxMJCQmpVv6USiVPnzzi/OmTLJ03g8rVa3Nw9w4OnLlG9ToNRevMamPLqk07GDt8EJcvnEtxbOWGLSh0dKhVpRx379xKde650ycJC31Ps9YdvqO3vx7P7N5s3L4fmUyGnb0DMpmMZWs20apdRzbt2Jd8vU1MTTl/xp+rly8yePgYMmW2/mrZefLmp0y5ClhbZ/mpfShVugyVq1TlaVAQo4YNRqPRcPPGdULfv0/OU6BQYcpXqsKEMcPZvnVTivMTExO5cvkikOSBYGJikkobI0fOXIweMZR3byUvwP8CSdsMNOTLX4BChYvg6eWVygto+aq1xMRpWLZyDQ0bNxHUQ3ny+DErli2hYuUqKdLPnzuLjo4OG3ce5v7d27RvXl/UgJieJCYmsmDaODr3GYJcLic+Lo5+nZqRzc2Tzn2kOYaExJ+GZCyQSBd0jMxxa+lHyPmdPNw5D41aeO+5xH+DGRNHcfPqJQDqlC9Cq7qVad6+229ulYQElPQpzcSpM1k4bzbnz55JTl++ZBFjRnz/RPPMaX+uXb3C0ZNnsLW1TY+mpuBbVhvq1/TF2sIQVwdrCuTyxM0xC05ZrWhVvxrtm9bmxtVLHNq7g2ETppHZOutXy3Pz8KJnv8GsWbE4RfrTJ0+oWbseztlcmDhmRKrz7t0ORKFQEPTk0bd38Dfy/t1b+nbvmPy/XC6nWo3ayGQyMmXKnCJvzboNyJ4zF0cO7v/m8h8/eoiTc7bk/z/uaR45dBDx8fFs3rCOoYP6AUnGnR/BydmZjVt3IZPJ2LFtC4GBN1PlGTZqPM1atk2Rdud2IKtFzJ0UAAAgAElEQVSXL0WpVDLNb4Lovut1m7by6uULxo5O/btL/Fm4ubszfeZcqlepQMN6tVm8KKXo6suXL9m7ZzdxceJ74AHWrl6JrZ09RsbGjBs9gi2bN3Lv3l3Mzc158ewpurq6zFq8irg4FUsXzPqZXeLp44e0rVeJTFls8KmQpC9z9tQRwsNCGTph1l+5Kivx5yCT/Zq/vw3JWCCRbuiZZ8Kz0zxendtFRFDq1SqJ/w5rth/i3wOnMTAw5PWrFxibmtKhR+o43RISvwPfajUoUKgwT4MeA6BSqWjfqQvDRo1Nc1lPg4IYO3oEPbt1pnHTZumqV/AlCQkJvH/3TvBYfHw8p/1PMmT4aHYfOMb6f3dw5uINXr6LYuOeo+jrGzB49CQmzV5M2Yq+gmUI4VOuIiePHSY+Pkl8TKPRcPP6VQb26c7+vbsEz2ndsRt9Bg2ned2q3Lx+Je0d/QV8/O01Gg3GJqZUrVH7m87LkSsP3XsPYPf2LYwbOYQDe3cRHSUuygtgamrK+3dJq/EXzp+lW6d2ALi6eRAZEUH1WnXo038wiYmJFC+Uj7chITx5/PirGgTaUKvV/DNsJDly5CKPtxuvXr4kJiaGsNBQenRuS2JiIrEflOR7dG6LsbEJ0+cswMDAgJHjJhL05HFyWR8/Ju/dvcP9e3fJ5uKKu7uHFPngP0Dd+g3wP3uJWrXrMqh/H96/f49arWbxogUUKZCbSRPG4uXuzMjhQ1m4YB5BT56kKmPA4CE0adqchnVrcvToYbp36cDGdWvx9MpO3UbNAMibvxCzF61m4exp3Lh2OV3a/vn9pVar2bhyEa3qlKdSjXpMX7Ih2TCgUWvImNn6m6LESEhI/Hq0P5lptJCIqcEbaRkAlCKq6LoK4ZVpMWV3HRGZXpWWd+F7EdVRMSXi4BjhFYO30cJKqCb64rYYFwthhdbMJvoiZQlfQ10RtVqxaAuAoAo3gEKkLHMRsZm9PUsIpjd93oTQwL3UqFMh1bF3UcLXXF9E0TVSJFqAmGq4qYiyO4hHVhBTfRe798VUdLVF3oiIEe5HVJxwuq4WxXkhlCJ9S6pbWKE4XqQjYaqk3yjOOCNKZdJkdOi8Day9KRz14G2k+KqGpbHw/Sx2bS2NhO+1TCJRP5wtxD/srAyE61aIVC42hoiNOfFafm+xMcRC5P5U6giXJZMJ/6525sJ9A8hqJHxNTAyF69bXEe6f+IeE+L0p9iyJXVsxxGr+3EM26MkTEhISCQsNZ+zIf4iOjqZu/cbkyJ2HzJ+5l6s1wnXrKuS8eP6cyhVK41u1OpOnzqBU6TIf6k/dggQtY6oyXk1CQgIH9u3m0oVzya68NWrVxss7J48e3mfLpg38u3E9UVGRGBoaMmf+ElRxKry8vHH38ERHR5dN23azbvVKZk6fTLHiJalY2RefMuVApUJfX5+ePXqlckMWUyz/uBbg6e6Ou4cne7dvpkHjZmzdto1/+veiWMkyzFm2Dl1dPSJiU49D1eo0Ilap4p9+PVm25ZBg5AOxyDpZLAwE0xPiha+htugvz4KecPtWABWrVGPl0oV458zN5Qvn2LV9K7sOnWTGlAnoKHRo3LwVvbq0o0f/Icmq7p/zeUQCM8tMrNi0k+OHD7B4/hxG/NOfWQtWkK9g4eQ8ap1Pbc2ZOy+D+/eiYJFi+JQpR98BmQBo1rJ1ch4DAwNkMhnHT1/E2NiYwMBAnjx+RPGSpVGrEwTDI36MkPE5iYmJ6Ogo2LF9K/t276R02fI0btYCA0NDCuX1Zu/hUzg4OqNQKGjeqDbjJk2jVduOZMhknfxuunb1Cs7ZXLF3dCZKFUvZEoXZf/QUV65cIS4ujmIlSrJu7RpU8YnUb9gkxWqutgAXCpFnSewcuVaZ//RBNMKAWH6x7NrU8UXSxea8QtEvkuoWzq+tBzI02Dk4Us/egRMnjuHtkY3M1lmwtLJiz8GjeGX3JuDmDf7duIGDB/Zx+OAB1m3elrIMuQ59Bv5Dt9790NPTw//kcdq2aEqTFi2xtvn0rLi6ZGPw8DHM9BvL2s07iVAKzx3ei8zjlJ+9E5WxMXSsW5aipSvRoGkbJg7rTWxMNEs2HcAxmxsazafxI1GjISE+IcV4EhKbNg+dpxGxgun66RiC8VmUcNSi4Cjh62RmIFy3gUj0HABTfeFzTPWE50YmIlEPMhgKR4PSFs3or0f2bR5+EqmRzHgS6U755l2Z2LwCD66dxzVP4a+fIPFHYmhsgp2zG2aWGciQOQs8/XXiRxISX+Pli+dMmTiWIQP7YGhohG/1msydPY2A69fwv3Qz2f08MTGRbVs28/rVS3R1dZHJ5KjViaBWs3LFMtp36EzvfsJeM8HBwVw4d5YXL57z/NlzXr58wZs3r4mMiCQ6OoqoyEji4+PJk78gN69fxcbWjoqVq6LQ0UGlVNKmeWPev3uLvoEhrdt1YNvuA7h5eNK5bQuaNqxDYmIivfsNZMTo8QCULlue0mXLExkZyZ6d2zl18jjjR48gV558GBsLh9X9Fnr2HUSPzm0xNDQkX6HiGBoZM3XeMkzNxEMTAtRt1Jx1K5cydfQgbB2cSExIoFCJ0nhkzwUkffzs376RiPAw9PT1cXJxJ2+h4qnKCQ8LZdzwQZiZWVDMpyxRkRHY2Ttia+eAsYkpM/zGMHjkBHZu2UB0dDRNWrZjxqQxdO7eg9DQUN6GhABga2cPGg1x8fHsPJgkZtmjz0Di4+NRKBTo6uqiIzJ5/pK8+QuRN38h5DLYt2s7bZvVw9TMDFs7B+zsHTA2MuTundvcvX2L+IR42nboQkmfMujq6pLNRTycpLFx0kJAyVKlKVmqNIEBNxk6uB/bdx9ApVKhp6endcI6d9Y04uJU9Oo7kOo1a6cw0ly6cYenT58lf3QuXLYGK6sMSeV9VmSrth25e+cWtX3LM3/xcvYcPEbv7p2Yv3gF+/fuZu2q5cxduJxRwwdTt34jQUOGxJ+FTCZjzvzFjJ0wmWtXL1OqdBnkcjmBATfZunkT169f5drVK9gLGMo+oqenh0qlYvOG9cTGxjB31gxGT5yeIk/teo0YM2wQb0OC0TMVC1b+ddYvnoWdkwvPgx7SqEoR2vcYRLP2PQS9B47t30mu/NJcUULiT0WmzQ0te668mtU7U6tLi62gxosIo+hqMVWLrXKLrRCLrfKJvXqjVeIrrqoE4WNp9Sy48UbYhfF7PAvszEVWBUU8C0xFVgu1eRaIrQaJWcnFLJFGIr/FumvPuXZ8LweXz6Lv0l0odD5ZRPNbC8d6t7EUXokKixa22H6PZ4HYvWNpLGyBFbs/xLxhtHkWiPUjrZ4FYvHqtSH+vGr3LACIigindfk8bDz3kNPPheMba/Ms0FEIPwN/u2dBdLzwvfM0UliFXClSVrgy/TwLrM2Ez0mrZ4HYbwriHkLp5Vnw+YGEhAR0dHRQKpWo1erkUGKD+vZApVIybfZC7twOpEv7lpiYmJC/QEHi4xNQq9UoFAr0dHXw8PSiddv2KapQq9WsW7uKVcuXERhwkyLFimNvb0+WrLbY2tqS2ToLZmbmmJiYJIcWPHXKHw+v7OTMlSdFWTKZhvCwMK5fu5LkIfCB2wE3mTZ5Aq9evmTz9j2YfihHaAyOjIxk8cL5ZHNxpZqAq72YZ8GXq9bHjhxi3KghvH8fyruQYAYMH0uzNl9X+L9+M5BNqxajUChQq9Uc3rONIqXKUbtxK65ePMu29cspUbYyKpWSi6ePk7tAUf4ZPpI4VRxhoe94GxLMxFFDKVG6LBkyWnPiyAGuXjpPrfpNeBb0mClzluJ//DD1mrQk9P1bYqKjcXZxY/vm9VSsXIkMGZJiup/1P8mSBXNYuiZJ2E9s6vI6OJj4uDiss9qkSBdb7f14ayqVSp4/DeLF86c8fxaEOl6Fu6cXntm9yZIla8rVd5ExRChdo9Hw5vUrstrYUKJwPhYvX41X9qS48l/+RkqlEj09PZTK2GSjw5cIeSN86GAyjx4+AI2GjetWkzdffqrVqMX+vbsoW74Senp6H9qVlPd2YAABATeo37BJUh+0eRaI9Vvk+Ra7TulJWj0LtBSU5kO/xrNA/MD9+/eoUr40zVu0pmDhwuTOk4+sNraCxqiPbY2LiyOnuzMTp86gRq06xCemzluqcC4Wr9xAVic3waq/5lnw6nkQneqVZ8n242S0tgFVDCamZqnya4B3b4NpWKEgW49fx8z80/xQbL79Xilcd7hKeC7lZvH9RtYv+RWeBfoi79df4VmQx9HsskajKSCa4T+OiZ2HJke3Rb+krvODS/9V11LyLJD4KeT2qcLFfVvYNGUIDQdMFHRhlfjzMTEzx9jUjPfBrwGj390cCYlkPq5QfRlCcdDQUdSoXAZr86TJ0qx5i2jWsnWqCbTuZ5Oy8PBwbt8K5O6d22xYv5aY6Gj+GTqc0mXLJZefKPaRBljbOAimy2QyTM3M8M6RK0V6zly5MTQ0oky5CsmGAjFMTU3p0bu/1jzfQplyFfApU46LV66hQYNzNjc0Gs1X3TKdXNwZMGpy8v+d+w5l1cKZ+I3oh4OzK6OnL8E7T9KcKCY6ivlTRlO9bDHMLSywsLTC0ioDnXv2o36TFqjV0K5zT6r4FCBPvgJMnbsUgCatkgw21lk+feDXqt8YQ71Pv1GhosXx9M7x1X5u2bAGC0sr6jVuniaXUwMDA1zdPXB19wDASMQdOK3IZDKy2iT1y/98av0HpVLJ3Tu3yJ0nH74VfFizcesPCWy+e/uW/r26Mm/JSgYPH51sqKvsW10wv56+PjoKHcJCQ1Gr1WTMlL6RQCTSn+joaBYvnMesGVMZOXocLVp/Erv8mgyFnp4erdq25/Spk9SuW19w8Ugul6NJQ1SExMREIsPD0De1QCaTMW/iUOq36kymLEn3sbGAoeAj+vr6qMX2dkpISPwRSMYCiZ+CTCajxYhZLOzfiq0zRlC392hpr9B/EI1Gg3mGTLx+HgSZvX53cyQkvoq5hUWylwHA1n83kit3HuLi44iKjMTdwwtbOzsAIiIimOo3gaWLF+Li6oanV3YaNGxMi1at001s6+rli0yfMom1m1LuI+7YpTvVq5Sjbv2GuLq5p0tdX0Mul+PpnROAWwHXaVHXl869BuDu5U1keDimZmbYOzrj6OwiOl6bmJrRpd8wuvQblupDw8jYhL4j/PCbNpO7twOJCA/jduBNBvToyMRRQ7h4+xmGRkaUq+TLlUvnad628ze3/dWL5zy4f5fS5Spqzde+ay8Atmxci5mZORWqVPvmOn42T548pmqFMuw5dAxHRydUKhXXrlxi7+4d5M6Tjy079mFpZfVDdWTImJEtuw58c34XVzdcXN3YuW0LV65cZMTocSxeMJfGTVtgbiHsCSjx+7h75zbVq1SgaPHi7Dt0DA/PtL+X6zdqQrWKZZkyY3aqYyqVivCwMBQi459arebAzs08uBPA08cPefroAS+fPUFXTw+Fji5Orh68DX7NsKmLBc//kicP76Onp5cm44SExPchk75DvhPJWCDx09A3Mqb9pKXM79OcI2vnU75Zl9/dJIk0snPNYhLj48nmlZPL74Td/CQk/iSOHNxPVFQUr0KVaDQa5kyfRNuWTbGwsMDQyIjbtwLR09XD1d2dgBvX8a1WgwtXbmLz2Wpues4nChQqkspQAJArdx5kMhmWlj/2cfi9nDp6iPCwUCaOHAyAvoEBenr6REaEA3AuMIgMGTOludzNqxZx5ugeLpzxJ2/Bwlw+fxaALfuOJ+c5f/oUYyanLUTb06AnvHv79pvzu3t4YW7x/XuufwaOjk4sWrYKBwdHtmzawKFDB5m7cBlFiiWJBf+ooeAjh/bvxf/kcUaN9/vmc2rUrkuN2nUJuHGVJQvno6enT5v2Hb9+osQvIzY2llbNGzN46HBat+vw3eU8uH8Pz+zZU6RFRUZy/eplNqxdSe48+ZIifXzh2h8fH8+Q3p25e+c2PhWrUqlGfRycXbBzzIa+gSEvX73i/u2b2Du5oKcvvLX0IyqVkpOH9zFn0nAGjp2G+W8aByUkJL6OZCyQ+KkYmphRt9doNkwaSNkmX98fK/H7iQh7z5XTx7h86gg3L53Bb9UujIxN4J0kcCjxZxMdHc2g/j2ZNGVWsmhb/8FD6T94aHIejUZD0JPH3L97h/lzZzFzzvxUWxnSk9UrllKgYGG8vnCh37ZlE/p6+mTImPGn1a2NDt37UrN+Yx7eu8vyRbM5538Ce0cnXr98SZHipb77Q/vmlfM8uHuHarXrERYaiqGREcvWbcMpm0tyNAvrrDa8DQlOU7nFSvp8c96Fs6dRqGhxHJyc01THz2bXjm2Ur1gZuVxO3QaNqFm34U+pp1zFyjg4OaVK/7jt5Py5M8THxVO8pA/Bb95glSEDb16/4rT/SRo1acqFa4HI5XLu3b2DczYXdEUiIkn8Ws6e8efe3TuoVHGoPkRI+R4ePriPm7snAG9ev2Lm1In8u3Etnl7e5M1fiBHj/FKtwD68f5fxw/ojk8mZv34PBoafvLdiY6J5fP8OIe/eUbhU+RTnPnv8gKA7N1GpYlEplaiUSoIe3efYgZ145shD98FjKVOpxnf1Q0IirUiOBd+HVmOBDJmgeFKYSDg7MbFCtZatf5aGwi+h11HC4ibeWYXVmyNjhQVGtIl5iB2LFglDFyMieGdqILwf/0W4cJsAIlXCYnGfi8t9jqOZsNiRQi4sZqZtB1haxJlAXExQKNwWgJtlyrY6FyrIAXNzxtYrhsYkE6a22fCq3Q39z5R2C2YTnphWc7MWTL8cHCqYXthG3Dqd0VT4xZog4v4mtvdPTKxNqWWzoJiQobGIeF6oiIjPKxHRH0MtatZiIYj0BIR0Ai74M2tQV5xy5MOzsA/d2g4gzMCKsPfRHLjwXLAcFwdxV9XyXsL7Xx3MhO9bcz1hUR5zkXFC275iMeE3sb3nYu5pKhGxQm2ifXoiAkam+iLjl4g4k5horLm++ORdTHhUTHRL7Pn+npeq2Jgqli5Wt5iQmrZIbBo0TBo3gsJFilKhcmXxsmQyXLK54O7qStWqwi7qQtdKPEQhmGgRfcxkZYV1xgwY6X163c6YPo1F8+ewedsuPr80MWkM7wri49TbKJVgeuxnor9G5pnJWTAz0wqWxMVaWAgsk8i4CRApEFrNb+oMZs+YypNHD6hWpyGzl67HwNCQuAQ1ugo5b16/5Ob1K3Ts1ptD+3ZS0bcGViIisx/F665ducyk8WNY/+/25GNiwq0hkfF45yuCsaU14Z+HjRW5ThlMhevW6hUtFy5MTDxYhgy1Ws3+fXvxKVcZVfynkHGCDfsOxbuPwmjr16wiKiqS9p26AhAS8ek+6NyqAT0HDCP0fSTxcXGERKpoVL8WUxesBI2G129DPwn4JqqZOnkSrdp1Im/+ggAYiAiYirU3rUOItm6LiQmmVd8w7QFhxQ+KNUlsTiEmTikmpgwQ/9k5uQr7sGXfCWb4jWX61Mks3biLbK4ptzAZi4hhfz5+uXnmYMLYUezYtoWoqEiatGzH8QsBZPwQQQYgLlENmiQBQr/RQzhx5CCtO3ajdaeexEaGsmnpIg7u2829O4HEx8eT1caWN29ec/hcAFlskry0dm/bxNgh/clftCQGBoboGxiib2CAk6s7a3ueJktWO9F+ZzIUNuAaigjyulkI91vsXSz2zgXxd3smQ+Gx0MFUWM9JaI4FYKBlvvZOKTxuh6mEvydCYoTzi10nYz1pjVgi7Uh3jcRPR0dXl0krd/L2zUuWHr7K62vHOTyoGnqmVhTpMRNTm2y/u4n/12g0Gs4f2s2tS2e4eHQfLUbNwUUKeSnxH+L5s6eMGz2MM/6nOHLq/Defd+PGdab6TWTlmvXp3qbAgADOnj1NOwFX7uA3rylestRfGbIuY6bMDBwxXvT4oF5daNqqPY7ZXFg8dwYVfcVXFefOmo6jozO+1WswZcacb26DXK4gcxabr2f8hchkMqbP+XlK3NMmTyBrVluqVq/J69evBPP8M9oPWzuHJAG7D2kb9xxPPt64ZcrIIDPmLZH2+P5h5MidlyVrtzBl/ChWL5nHiIkz0lxGCZ8y7Dp4AqsMGTG1yCCqz6JSKuncsgHXr1ykbuMWhAS/oUf7ppw7dRwNGiwsLClawgd3L2/Wr1xKVht7Xr18TsbM1kwdO4yDe3eyYvMusjpLekcSEv9lJIl6iV+CXC4nc1Y7rFxykb1uD6rMOkG2co04NbENlxcPIV4lvPot8XPRaDTMG9qD7UtnYePkyohl2yRDgcR/hju3b9GjS3t8iuXH3t6RUxeupcmt38XFldFjJ/yUtmXJmhVjI2GPsNbtOvD2bQjVfStw/uyZn1L/n8j1Kxe5f/cWZmbm6OjoMmzs5FR5YmNj6d+nBwkJCZSvWJmixUsgl8uTRSm/RmJiIgtnTORdGrc5/Gy6dWzNutXLf1r5Ts4uuHl4YGZujruHp2Aec3MLdm3d+M1lHj9yEL9xI9OphRLpScPmbdm741+io4VDd2tDLpfj5Z0T6yxZBQ0Fb16/YuWSBTStXREbOwcaNG3NlvWriI6KxMs7F6ZmZmzcfoB6jZrh4ZWDYiV80NHVpVrt+nRqXo8Gvj7cvR3Av/tP4umdS6AFEhK/B5lM9kv+/jYkY4HEb0Gu0MGlQlMqTT2ATK5gxYAWqGKFY9BL/BwSExLYs3ohT+4GMnrVLio3aUsWhz9rj6+EhBh+40dTy7c8Dg6OXLh6m8HDR301DOGXGBsbI5PJCAwMSPf2ZciQgYaNm7Bo4XxUqpSuos7O2di8dRd+U2ZQv24NOrZryf59e4iNjUWtVqP+S5XB58+agr2DE/4njmD0hSHl2bOnnDxxjJXLlxAbE0NiYiIenl5p1nRQKBTMWr4Jq4yZePLwfno2/4do0Lg5FX9CZAaVSoVGo0EZG0tIsHYDiY6uLndvB3zz/eXq7sn1q1fQfC0en8QvxzqrDcV9yrFo1pR0L7tB9fIc3LuTTj0HMHnOUsZMmcPUecs5dmg/Vy+eo3GLNly9fJE9O7fy+tVz2jWrx8wFy+k5cBhbDvjTvG1nFq3dhqWVFIZTQuJvQNqGIPFbUejqk7f1SO4uG8jpTYsp1bgzsZHhPL9zHa/iFVi9eDbZXD0oXkZ7uCyJtHHv6gXWTh2Bsak5vSYv/KpysYTEn8ScmVPZsnkjJ89dJbN1kq6JJq2blz9w/vxZ4uLi8P5CgDA9UCqVvHr5Erlc2C7fsHFTgoPfcPzYUWZOm8L1601RyBUkJCbgnTM3hYsWp3qteuTPl/e7Vitu3bjGsvkzuHn9CvEqFY4urtg7uZKnQFGq1Kz/o91LE7cDrnPt0gWmL1hJ3y5tePb0Ce6e2QkLfY+h3IKQN2+4FRhAtRq1aNS4Gfr6+t/9mwJcv3yBHZtWM3LyXJ4HPcbGzlH0d/gVXLl0ASMjIzJ+R4QJbcydOQUzM3O6duvx1bxGRsYMGDaOdSsXU8G3BhkzCWsCfcTewZFpcxamV1Ml0pnBoydRq1wRylepQc48+dKt3LaderBr2yaKlPBJFresWqs+M/3GkLdgYVYsnk9iQgLrt+8nd978jJ40AwsLS2LjE7FzcMTOwTHd2iIhkW7IJIHD70XyLJD47cjkcvJVrsv5nWuJjQwnThnLuxdPAPDOnR87R2dWLJjBy+dPf29D/wI0Gg27l89hwbDu1GzdjSELN2Lr7Pa7myUh8c2Eh4XhN2EMW3cfSDYUpBW1Wk3wh1VYExOTn2IoADAyMmLEqDHcvHmDUSOGpTr+7t07WrZux5btu9l36BgXbz7A/3IAFwMe0HfQUNRqNe2aN6BQnuzMmv7tK4gajYaZk0bRsVlt8hYswryVm1i9/SBtu/TG2cWD+dPGsnTOZO7eupGe3dXKiSMHKVCkOEP6dqFOw2aM/qcvABNG/sMZ/5PkK1CQTl26Y2dnz/37d7kVEPBDK9p5CxZh5OS5AMyaNIpbN6+mSz++l979B1OgUJF0X6Xv1qs/TVq0+eb8Go2G2JhoYqK1e/KpVCqOHNpPry7tOXPqxI82U+InkClzFgaP9qNf19aEvn+XbuU2bdUOO3tHyhXyZs/2zQCcP3MSAwMDevQfhv+V28xbtpbcefMDYPGHhSiVkJBIX2TaXlxeOfNqlm87lir9jYi6upiCtZiqKUB0vLAiaWYRBWYxJXN9EbVoMbVtEFc5FysrWkQ9VayONyLK9QDBIgqmjmbCqqpZTIWvoaWIirSuFuVusagHYtEsxBSexX5vbStgYkrtG68+YVh9HzqMm4dT9tzJ6W6KGOLiVNy4eonylatx/+5t9u7YQvM+I4mPi0P3C/V86y+uk0qpJOjxQ9y9vAl9+QgLC0syW2dJkUdXi5K5EDEikQ1ehor/3mLRDW6/E95v+CJcOL+Pk3DkgacRsaJ1fx55YMX0sVw/d5Khs1dxI1r4nvIPeC2YXiJHFsH0fDbC+7IBXCyEFdYNRe4DUVVtkXtK28qjkYjqr5iqtphqshhqLWNLnMgzIzZ+xYqo4JsbCUc9EBujQPyaiA31ae23aKQCxCMGiKWLRhwRyR+XoGbbv5tYt3oFm3fsTXFMTHla57N0jUZDfHw8Fy+cZ96cWazdsJkN69bi6ORE0WLFhRvzAW0rEl/7/gsNDeXundsUKVoM+KR+Prh/H4qXKEW1mrW0lK3h5JnzdGvblMmzFlO4eMmvtmv75vUsmDWV1Vv2kClzSoOKQibj7u1AZk2dyMVzZzA2NsbW3oE8+fIxeNjoVKvv2sZzMXX8ZEX9DyQmJlKmWH6at2xL0JPHNG3ZmuzeOYEkw42hvg7h4eEcOXSAOvUa0KNrJ44dOczlm3c4d/Y06sRESvqUSVmmyPOnihd+9iJi43kb8oZMmVOOY4/fCX80e1qLb2mRi6ili713dT5c08plirF603YyfVCdF7u0YpGGAPxbLpEAACAASURBVIz1FajVapQfwtDNnu7HsNETMDb4dkfRhIQEihcuyOote7DKkHKbx8f3fZxKxYDu7Zm2YEXyPZHRRHhepqsjEgVFpINiQ6e28Tw+QfiY2DUXjXqQxsgG2s4Ri8gRGyecLhb1QCmSHyBB5F2i+9m4PXXcMK6cP8PSjbvJaCl834o9F2KRGwCG9ulCNjcPWnbswcBubcmZJz/N2nURjc4iFkVA7FmNF3kfgvg11xd5X4m9x8Te93Ei9xOIfxuI8eV495FXUcLzsvA48Uhp+iLeTzYmwhGkxCINiUXFEJvPA+RxMLus0WgKiGb4j2Nq76nJ02vJL6nLv1/Jv+paSp4FEn8ECh0dyjZsw96VKRWvh/XvTp2KJdi4ehnD+nVHR1eXBk1bATC0S1MCr15ApYzl4Z2kPccvngUR8ibpYzfg2mVuXrvEyoUzAdi7czu3Am4S9OQxq5f/mgHjT+L0od34H9jJqIUbyJBZ+MNfQuJPZ/GCOTRv1fa7zu3WpSMrVyyjeImSrFm/CYBGTZp+1VDwo1haWpLdOwcTx48FYMZUPx49fMB4v6laDQWQ9LGeK09+eg8czqQxQ3gW9OSrq9OH9++heZuOqQwFH/Hw8mbuktWcunyLhSs30rZTd/bt2kmJAjkpW7wAPkXyUqVsCcaOHMLpUyeIj089uQ0MuEHfXt1p1qgeNatWom+v7vifPCHYtuWL5xMSHMyuHVt5//5dsqFAqVTSq2sHzp72B+DihaRIFrPmLuDmnQcoFAoUCkXyvvwd27aQmJi2ifxHzp85yfhhA77r3PRi8cr1xMbEsGv7lu86/21IMFGRkcye5seiuTMxMTXF1d0zTVtU3r9/z7OnT9lx+HQqQ8Hn6OnrM2PRKl48eyppFvzh9B48CiMTE3ZuSd+oLhfP+lO4RGmeBT3m1NEDVK/bKF3Ll5CQ+G8gaRZI/DH41G7Ksc0ruH3xNF4Fkybvr1+9YMGqzSQkxHP3diDtm9Rh9OSZeFo7MXbeWuRyOUGP7rFt9WL6jZvJ4X07sc5iQ+UadZkzZRyT5ixl3IykcFW9+g8GksKs6RskrZBERkRgZSm8Wv+3sX/TKtr2H4WZhdXvboqExHdx785tngYF4Vu9ZprP1Wg0zJw9L1n9+1crFhsbGyftw9do8PTKjqGhUZraUKNuQ876n6B+1TIkqtUUK1macpV88SlbAQvLlM90idLlOH3iKE1btxcpLQl9fX3cPb1w9/TinP9xipX0wcbGBrlCQej795w6fpRRQwfy+NFDfMqUp5JvNVxc3Vi3egV7dmyja49elCzlg5GxMbcDA2nSsC5yuRzvnLnxKV0O66xZCQkOZvY0P6bOXoCzczZaNqmXXL+enh5devTGzMQYQ0NDJvhNTdXGIkWT3gXv373j+NEj1KhVh5iYGPQNhFfaxChS3Ae5TE5iYuJvC1lp7+DIrcCbREVFEh8fj56esOfQl7x4FoStvSPzZ/pRunQZevQdmHzvNGneKk1tuHjhHOfPnqVLv9TbYr5Eo9EwrF9XRvnNwtHZJU31SPw65HI5Nnb2aNJZGNXdy5sR/bvx8lkQ3QcMx9xSmjtI/Lf5GyMV/AokY4HEH4OuvgH1ug9h04xRDF25F4WODqXLV+bShTN07/sPJctUIDz0PbduXsezaIXkLQjZ3LPTb1yS90DLDt2Ty1uwZqtgPXb2DjRo3Jw3r1/RpF51jvlf/CvjnX/J/cDreOb+a7yiJP4PsbC0IjY2Jk3P6/Pnz7Gzs2Pu7JmEhIQwasy4n9hCcRQKBb379icsLAxjY2Oy2tik+Xy/WQvRaDS8fP6Uk8cOs2vrZob27U7u/AVp17kHPuUqEhsTw/7d27G1c/jmstVqNX0HDsHUzCxFevGSPgwePpo3b15z9OB+dmzZzP37d2nQuBnHz1/F0e5THypWqkJCQgIurq5oZDqc8T/J7dsB6OroMnT0eGJjY8iRKzcXrt9JPkcul+Pp5c3YEYPxyu5Nk2YtRNtolSED02fPQ6PRUK+mL1NmzMXDK3sariCsWDQbB6dsZLGxTdN56YmnlzeRkRHJwnFfQ61W06dLG6YvWMGwsVMw1v/+d1VERARly1WgUmVf3kYKb3X7HJlMxvJNu5HJZMyf4Ueu7F7UrFPvq+dJ/DpiYqIZ0LUN1y6do27jVula9tSFq9mxaQ15ChYhm6tHupYtISHx30EyFkj8UeTxqcTRTcvx37kBnzrNyObixqULZ5OPV/CtQfd2TanRuic63zjZEsM6S1Z2HzqFXC4nJiYGIyNhvYjfgUaj4faJ3dw/c5DId2+IV8ZimjEL1x3tCA99x9vXL1EnJlLKtw6+DVsCSdciIT4OjVqDrn7qvaVWmTLz7s1LLNNZjVtC4leR2doaY2MTnjx+hHO2r690KpVK6tasytGTZ2jbviP6As/Fr2Thgnncu3OHWJUq1R78b0Umk2Fr70jjFm1p3KItKmUs+3ZtZ+LooUwaM4zQd28pXb4yoyZN/+Yy79wKYPTQ/mzbc0jwuLV1Fho3b0Xjr6xi9x0wCEjaw1ulWo3k9Ht3bhMWFsr6NSspULAwbh6eKc4rULAQZct/W8QbmUzGpm27MTQyZv/e3bi5e+Di+m0irfNWbCL0/Tu2bFjF2+A3NGvbmaCH98iUxRYjY2F9lfTm9auXLF0wj4KFiqL4Br0cuVzO+h2H0iWSw1S/Cbi6utG81bcLIn5ciavTqDkZTQ14/foVk8aNokOnbjg6Z+PwgX3UqVdXWrH7Tchlcq5ePMuidTvwzpU3XctWKBTUadwyXcuUkPidSMPU9yEZCyT+KGQyGQ16DWdW75YUKF+dfIWKMnX8SO7dDsTdy5tceQvg6OTC7k0rqdW03Q/XZ2hoyKL5c4gID6P/4JRumbcCbqKnr4+rm/sP1/ORkNcvefboHsrYGHIVLA4oUCcmEh+nQt/wk7FCnZjA3qn9KVC7DQXrtEFH35DIt6+xlUVhZpmBjFmyEh8Xx571yxjcujZNhk7j+skDnNy6moS4OKp36EupOs1T1J27cEku+x/F1Ts3EhL/RTQaDVltbLh9K1DQWKDRaJL3tI8ZOYzho8Zy9uLV3xoy73OaNG2OoaEhiaTfjMXA0JDaDRpTq34j/E8cxdzcglwfVMq/lew5crFp+96vZ/wGzp87ixo5efMXTE5z9/QiNjaW24E30Tf4JKy6bvUKGjdrydOgIB49fEDuPN/2sWNiYkKiWsPbkGAcHBxJSEhAoVAIfrCq1WpkMhmb165g+YJZvHn9EiNDIwoWK0lRbwcUOrr4VK5Fz1HTfrjvX2PzhrV4eHmzYNnqb74nD+7dyZtXL2nettN316vRaIiOjmbI8FHf7NHwJdZZsmKqC0FPHpOvQEEiIyMICX5DwM3r1K1fj6ioKExMfo3BReITBoaG9BgwnA5NatK9/zDadez8u5skISHxl6E1GkKO3Pk0Ww/6p0oXU/QWUyPVFpFATA1VTOFTTEVdTNFVTGUcxNVvxRT7xSznYmq8kUpxReM3kcLK+ca6wvYbUxGlYzG1dG1yREqRaxIl0l6xssQUy00NxCcjhnrC98jrsJTRIcYN6c2Th/cZMGwsQY8fMHHUYBav2YpXjtw8enCPprUqsH7HQdw8vFKcF63lmttaCe9xVSmV6Ovr8/z5M+zs7JMncWtXr8Dc3IISPqVp2qA2W3ftR09PT1QB+XFwjGB6YmIio/3GcfXwTqLD3pM1mwdyHR2CAq9ikSEj79+8QqGrS+PugylXrzkymYwTt1+xf2ofshUuT46KDZLL+jJihUaj4fLm+QTuWUmJitWp3bITunr6DGlXn8ad+lCxThNMPtxTt29cZkzfjqw5cAG5XM7d0EjB9t4JFr43nayEI298Hm3hS3RFJsQqEUXejAbCK78mIsq+2qzEYmOF2NgiVodYlBBtdceohJ8x0e8DkYdM7PnWVneUUrhusX7riSiZi2GoJRKDIo1RD8RqFnpnaDQaBg/ow7mzZ9i97xDm5ubJx16+eIGtnR0jhg3BysqKnr37snjRApo2ayHqMfQrVhiE+n30yGEsrazII/BhnChyoRK0qIaLXdu02EdCgoNZsnAeQ4aPSl2OlgsldE+VKFqQK5cvEaVMTPFB/M/A/jx+8ph1GzajVqvRaDT07dWdSVOmo9AVHlvElMwhZb9nTZ+CXC6nW88+qdS+F86dRWJiAo1aduSfPl2Ji1cxfOwUMllnISI8jBfvY2lauRAzVm4nm/unbQ3aIgqJRSES2yLwMeLOqKEDOXX8KDsOHOdp0GNiIsMpWrwki+bPoW79Rly5fJGHD+7TumM3GtbyZersBchkMqIiI/Dw8gbEnz+x97FMliQcOWHcGLbu2P3pgMiljdEyZ9q8cR2BN68zfMzElHXLoGSRfGzffRADQ0NMTU21ehqIjUXa5qNfRphJTEwkLi4OXT2D5PM+r1Ps3jEzFB5Ttd1ropEERJ5LsWsoNhfW9qyKzp+/SD56cC+zJ49l3d5TgtnF2qptHBSLeiA2BxJ7LkR/Vy11i815xcYjsbm+WKQCsT6AeMQAsW6I5Y8XqcNALBoU4t8fYhGWxMN+CCeLRqICXDMb/VUK/l9iau+pyd932S+p60Tv4n/VtZQ8CyT+SPoNm8C/a5fRuWU92nfry9CxU2jTqAYL12wlV578dOk1gJl+Y5mzdO0P12VomPSxO2xwf7r37IuRsTH+J0/QvnMXIOlF5zdtFnp6ekmq4LJv3zMaGRHGsF7teBsZTcNBk7F1z5E8gVbFRqMXFUwmGwfevX7B3KE9OLR5JeZWmXhwOwBVVDhyhU4KY8GXyGQyCjTowqjhw1Okj120kUGta5PBOis+pSsA4JkzHwaGRpw7cYhiZSql6RpJSPxOQoKDGT50ELdvBbJr70HMzc3RaDTExMSg0WioWb0K/mcvMmTYiOSV0/Ydvn8l9mcSERGBgYF4OOHfgYWlJXb29mg0mh92Jx85ehw1qlZix7at1K6btL9drVYzY/qU5Dy5srtz6NgpZsyeB4gb5L6Vjl26o1IquX/vLqOG/8PytZtZu2o5JiYmNGnRmqdPHnP+zCkyWVuDTEamD+FzzcwtiEjUp3mnPsyfPJLJizf9UDu+xoixk4iKjOT0yWMYGZsQ+i4EAF1dXRISEsiTNz8ZMyVtExs/ZQZZstokC3J+L2q1moKFCrN2w+Yfbn/dBo2pUTu1ZoFCoeDwibMYGRkxcdxoXFxdqd+wyQ/XJ4RGoyEhIYGXL57TrEFtjp29ysDe3ahQpSohb95QtkIlsmRNmx7I30Dw61d45sj1u5shISHxF/Jn+GZKSHyBvoEBTdt2YdOeE6xbuZgH9+4wcuJM2jepzdMnj6hcvRbnz/pz7ND+dKtz5dpN5C9YiMTERHLn/bTqJ5PJyO6dg+tXr9CgdrVvKkulUrJr82pa1yqDg7MLbSevwN4zV4qVNn1DY+xcPNA3NMTG2ZVRK7bTbthkqrfqQsMp/9Ju5Rmq9J/xXX2xdXKh+8ipLJ08ItktWyaT0an/SGaNHYwyVtgLQkLiT+PY0cMULpALMzNzdu87hIVFUvSSrVs206dXd0xMTLhw+ToGBgbo6en98Xuna9Wu89NDNaYVXV1dWrZuly7Xrmy58gA0bVwf9QePv6tXrwAwdvwkAC5fDyRTpvTTTtHX18fM3Bx7B0eGjRoPQKEiRcmdJx8mJibo6Opw93YApcpWZPPalcTFpRT3q9W4Dc+DHuF/ZF+6tUmM6OgoTp86QfGSPtT6IBbYul1HrP/H3lmHVbF1cfidQ5eEGBiIChiIiQImWNgi2I3d3d2t2N167Y5rIqLY3Y2JiAEIKlJnvj9QFDlzqAN6/c77PDz3umfP3mvmTK5Z67dy5iRb9uyUKh3/MaqgtW26HQUALZs25tq1qwlO8bTy5NFDOrZpRtRXxZFn3yN4OnbuRiPPphw5dJB/NqxN15yKWL54AfNmzyCfVX58z14GoP+QEVSt7oYoipL2/e2cPe1LmXLOv9sMNWr+XIT4SJrM+PvbUDsL1PzR5MqTl5Wb9rBm6Xzc6rnTyqsLNZztyWqeneXrtzGkTxcO7d+tsvkEQcC+eAkcnconWVa8ZCnWbtya7BgHdmzEvbI9Jw7vY/CEOQwYPR0NjeQf+jS1tLGxL429U2WyZM+NrpGJZHhuSijhWJGgl8+J+skxUK5SVfLmt+b0cdXkJ6tRkxGEhYVx+9ZNFi2YRyevNmzYtI3ps7wTpR54Nm7KshXxIYV/uoPgZ1q3aJrw8vwnYV+oAEGvX6d7HJlMxuJlKwGYPjW+8sT+vXsAyGdlBcS/3KviRfhXdHV1KfBN7NDGtjBWBQoiCAKFChelc8/+aGlpYWiUhX/37ky0npa2NsOmLGDW2AGEvH+rcrt+JkdOC8ZPmUlYaCgVHUsRGyudOpceIiMj46PiZnsrTHlJLQWsbeg3aBiGRkYsWzSfzRvXKeyXLXt2NDU1yWeVn1KlHYiJiWHh/HixTUXh6OHh4QC8evmSy5cuAhD46lWCk/s7p/1O8vLFc1q29aLvwCEACceQRa7caGhoEBERzvFjh/kYFkaPTtKVNf4mQt6/Y8+2fzjj50PVmnV/tzlq1Kj5C1E7C9T8scTExLBzy3pWLJxDUfuSAPQeNJKSZcpx2vcYpRwcWbt1HxNGDMSruTt7dmzOUHsEQcDYxIQBvbtx5dtDza+sXjSTtUvmsGD9HrxXbcexYtoUz1XBrUtnsbErgb6hUaL23JZWvA169ZusUqNGmpiYGIYNGUgRa0s6ebXh9ClfDh31pULFykn63rlzm3PnzvwGK9PHtBmzKVy4SPIdM5nLN++R08JCJWO1beeFVf78TBw/hlHDh7J65TJ0dXXp1rkDy5cuVskcaaGsUwXGT/Nm+SLvhKiH75RwcKauZyvG9GnPWd8jGR59ZWpmxv5DPip1mjy4f5+GdWsBMH3KRPbu2YVlvnwqcaYJgoB9iXing2ezFlRxrUZYaCiTxo1U6AQoXKQoRe2K8SkiguioeE2i2TOmsmBevJBk317deB0YyIihA3n48AGPHz3kyuVLiKJIy2aevH/3jnv37jJh7CgAHj96wOvAVxgZGUmKNLZs44W7Z1PO+vvxKSKCiPBw/P18073tfyqxsbF0aePJ4QO7GTFhOmZZzX+3SWrU/LEICAhC5vz9baidBWr+WELev2VE/+6c8jnCgpXx2gSCINC510CG9+/Bowf3sCtekgO+F/Bs1oqJIwcTE5187ej00rVnH+xLlEzS/uLpY7atXcrybUewLmSX4XYkRzaL3AS9fEZUVOKwzKp1PDi0c5NSMSk1an4H/fv05N7du9x5+Izzl2+wZfsebH8ps/edFk09mTdndiZbmH5evw78Y6oz/Iyfrw9fVRTCLZPJ2LItPuLr2LEjDBk2kpDwSM5euMrkieO4fv2aSuZJC1Wq1cTU1Iw6LuW4f/d2omVevYZSuWY9tq5eRF2nwmxYNjeJU0GVvHjxjEnjRqV7nFevXrJ29UryFyjAkuWrgPh0gAYNG6V7bEWYm2cjV+48yOVyitmXQBAE1q1ewfPnz4iNjeXJ40cJfU3NzBgwOL6kZt8Bg2nbviMQH/mwZtUKqrhUZf/e3bhUrUbX7j3jBX7PXCBHzpw8Cwjg/fv3xMTE4NWpK47OytN3tLS1yZrVnJq167Fw+VqCg4PwUWGq4p/GqsXeGGXJwpJ12/Fs/v8RSaFGjZrMR6lLW0MmKFSOlRCyRZCQ3xSVaPNL6RpJKcAqU4VWhJTCOUgrkkptn5QirpSC9auP0l8mNAXFD4taEnWXDSSUYaX2hpQ6K4BMYgOzSCivS6lCa0rYKqV0DKApsSxv1qT5lHmzWrPjoA9d2zVnxcJZtPHqglWBgtRr0JCg16/o27UdyzbsIodFLmrW92Tj2pVsXO7NwGGjFHr2pI4pbYkKDVLHZvFi9ly5dJHr167QscuPMkUv712hhlttShXKl2SdOhK/X2C44mOktq3i9IN/rioOE77z7lPSRuM85CpcgmWL5uDRpV9Cs2khe0QNTWIf36Rs+SoAhIV8IOprJCEh7ykhQhH7pM6Q4C+KXyTuvf+ssB3ATF/xdpfIZqKwXUr9PypWQqFbyeVA6lxKrfq/oa7i64SyKi+p9cNIKZlLtStTcpZURZfoL1klQWL/SZ33IH2tT4mj/Yz/aY4cOcTl67cxzvIj3eDVy5fkyZuXe/fukj17DsI/fmTRwnksWrycfn178vXr13TnY2cWoigydcpE1m3cjI6Cyh8aEr+SoESZX3Kfp7I84/69u3BycsbIIHH1CKn7RXKUKFkCdw9PypevSO++8dcfaxsbZs6ZR9uWzTh97lJCWomUwrmymeOU1vxJis5P1Zq27zvCkvmzGdG/O8vXbSav5Y9r9shhQ2DYEB49eUrfLm25d+MiMxeswMTULKGPnpaMUyd9OHn8KNevXqFEqdL0HjCEKA0zFGEocf23ypef+g0aJWzn9/uWjkRlKVB8P9bR1ABRREdbm9y5cwNgaWkJSO9bqb2nL1HRQdFKhrly0LplvJBhlixGEBdLWMh7+vXqyuFjvgQFvSF7jhw/7NTWQkfbmMjoOGYvWI6GhgZvgl5z3Oc4Hz9FImhoEhcXh4aGBnFxcVSsVotYZFy7eYdi9vYKTfpehevOrZtMmTiWpavWU9mpNGeu3ccwizGDho/Fz9eHSi7VAOnrtrJrttT1S0qYU+r5S+q30FB2gZRYdOnaDVYvW8CGvX5E/FQBR8oPKVXt4aWS51QrEwOF7VIVr3S0UvdMqOweKlVNTMp3J7XduhI2Kat2EidKDCZhrtRmSM6t5PyWRLIohuIFUjb9fd+81WQGf97nDTVqfqKsUwX2HD2FlqYWVcra4VHbhQf37tDKqyu16nvStG4VXjwLAGD6/BUcPXSALu1a8PD+vQy1yzx7dqxtbBO1xcnj0NJOu8ZARlC/52iObFlN8MtnCW2CIOBYvR7nT58AYMbYQdQsW5D6lYrRrqEL7dxdGDuwa6ZEaahRA/E5yn17dmf6zDmJdAmePH5MR682ABw/egT/U37ks7KiRs1aVHZx4cr12+jp6dG1cwfu38vYc14VCILArj0HMDIySr5zJrNk2SrMzBS/7KaVocNG4j1nZqKIhabNWuBatRq9unf5bdFNgiDQpWc/qteqi1sVJ076HEvSJ1eevGzaexSr/NZULVeMHu2b88+a5ezbuRW3Kk5MGDkUU7Os9Bk4hFcvX7Bw7iwFMynH0MiIUmUcsC+Un7DQ0DRvz7ixoyihAl2C9NC0WQusbWywsLDg8DHfhHSCd2/f8uD+PbZvjU8TjImJAeLTCk6eOE4WYxPy5LFES0uL2dMmsmLJfAAc7Arw4f07vnz5wtvgIMl5ly9ZyJFDByhiV4zZ8xZjZGTEpu17EpZHRn5hx5b0V036k5DL5Uwd1Y9u/UeSM3fe322OGjX/GdQCh2lD7SxQ88djmS8/w8ZOYvdhP5wqVKZ5QzcWzZlKh+59qe/RjC3r48W0LHLnYc9hX2wKFaFm5XIZJhwFkC+fFVVcqzFp/BieBjwBwNjYmNCQDxk2Z1owzZGL+u17sHbG6EQP5iIiOjrxXza1dXQwz56T0o4VcG/enmw5LDi0Z2uS9AU1ajKCRQvm4eRQEo/GTRJK7UF8mLJ5tmwcPhafc9y7b3/cPTzR0NCgVu06LF2yiLGjRgDQqUs3Clpbc/fOHV6rQKQvo7hx/TpebVv9bjMU0rN7Z0JCQlQ6ZslSpShZshTr165J1D59ljc3b1znhM9xlc6XGjQ1Nek/eAR9Bgzh6KEDAAQ8eUTUt/x6iK8SMXLidI74X6Vm3YZcv3KJnVs2Mmj4aI6fuUyJ0mXo1qE1XXv1Y9/uHalKWTjt54tXm+YAnDh9AdN0OGoGDhpKMfs/q2yeIAjs2vcv5tmyJcrjbdOyCSeOH0VPT58H9+7w8P5dsmXPjiAIdO89gK4946NQrt57hllWc+rUd6dK1RqS81SvWYuC1rbIZLIEzY0iRX+kAZplNWfe0syprZ5ZbN+0DlEup1ELr99tiho1av4PUDsL1PxnKF3WkSGjJvCv73muXTrP1DFDcG/SioN7ticoJ+vr61O1hpvKyk4lR4mSpcieIydnz5zm/Bl/zp72IzRUtQ/c6aVWi46EBAexf+1i5N/2U3jIe4xN4h9O+42YzL/n7rN000FGTJ5LthzxD1yGRll+m81q/j+4c/s2M6ZOxv/8ZUaMHpsofch79gyWLlpA8yYeAGzcsI61a+LzsXv16EqNGm4MHzUGgLJly6GlpcWZM6c5f/YMoij+kZocxeztGTZi9O82QyH16jXMkHSOUWPGM2XSeIKDgxPadHV1GT1uAqNHDiMiIkLlc6aGN2+CyGpuzqpli6hesSwdWjVJcuxky5ET9yYtmLlwBeu276dm7XpcPHeGlh71iAgPp6idPSbGJmxZv4rHD+/z+ZOCtLCfuHr5EmXKOrJ+03aARKH6aaFQ4cJsXL+WC+fPpWscVZMlSxYEQcC2UGEaN413jGzauosqrtXIlTsPN65fRd/AgPwFrImKimLogF4J14CUCIW9e/eWF8+fJYny+5mL584wc/I4lW3T7+bD+3fMnjKOYZO8/0jtEzVq/mRkgpApf38b6iuNmv8cFrnzMHrKHHyP/Yt1oSJYWhXkn9VLE5bntczH+/fvGD6wNy+fP8tQW+o3bISBgQFFixajsms1tLS10dPTT37FTERTS4v+s1Zw6cS/HNq0EnlcHNf9T1C8jFOift8fkBeu381Onz+vtJuav4/lSxfRq0+/hJJ6P1PQ2oYSJUsxaux4ACpVqoKLS1UgPuQ5R86cSV5uO3fphkfjJhw+9C99enVPMubvRkNDg82bNrJz+7bfbUoSqtd0Q1dXV+Xjli5ThjbtvBjYv0+i2/NRsAAAIABJREFUdg/PJpQoWZKmjd1/q2OnrKMzO7ZsYtSQ/uw7cpJzZ07xKRkHhp/vcTq1bU49d08cncpjYGjI0NHjOXJgLz3aN8fRLh+uDkXp26UtKxfP49iRQ7x4/gy5XI4oisycNpnIL1/Q0tLi69evhIeHExYayof37wl+84Y7t25y/OhhNq5bw8xpk9i6aWOy25HV3FxSDPRPQiaToaGhQUxMDPUaemBbqAilHcohk8lwqVojIU0hJQS+fMmtmzckl0dHR2NnX4JqbnVUYfpvJy4ujkG9OtKkZTtsi/zQcAh5/47Pn36v002NGjV/L2pngZr/JGZZzRO+3kyctZBF3tMICowvB5gjpwXH/S+RxdiEWi7O7Nu9I8PtMTE15eSJY7Rp3ylDHrjTS07L/LQbMoldK+YyomUtsuawSCRiKIoiLWqXp2GV4mhp65DXqsBvtFbN/wtvgt5glT/psTZz+hQCA19haWWF/bfw6nxWVljlzw9A5SouGBoaSo4b9fUrXh078+HDB6ZOnpihKUmppWfvvrhWq/67zUhCsSLWvAmSzg1PD8NHjubC+XOc8juZ0CaTyViwaBlvXr/G/5RfhsybEuo2aESVqvG/R/4C1sl+zd66cQ29u3ixcv0WPJo05/W3+07N2vVYt+MAR89e5+bTd6zcvBuXam68fvWCRfO9qVW1Mnmzm+BSvhyfP3+iTg0XLC3MyJvDBDsbS4oXLYhDySJUdCpFlw5tWbJwHufO+hP19SuzZ0xh9owpSu1q6O6Bjo4Ogwf2U9rvT0FfX5+69d2ZPH4USxZ4o6WlhWezlrRt1pCz/n68DX6De6340sM3r18lMjIy0foxMTEUL1mK3v0GKhz/6L/76dO1PQaGhpR2KJfh25MZLJg9heioaPoPG5PQ9vjBXVrXr0QzNyfu377+G61To+bPR61ZkDYEZR79UqUdRN8zF5K0qzLEQko1NiaVVQ9SKYwMSCvZSol9R0QqfuC8HfxRYbu5XlK16+9IKY1LqcyaGykWzpNSuFUiMiupvCtV1UFaFV1CwV2JenZqq19IHWqvgt7iWNyaqbMX4t64OVPHj0RDQ4OJk6cl6nfr5nU869di14Ej2BcvoXAsqeNZcjMUtIuiiI1VHvYdOUk+BS/aUsq+WhLK/NESlTdehilWLn4ZIa1obKzz49iJCAvhZcBDbOxL42j1I/T1zq0bdGnTmALWtng2a4lns6R51W8/RiVpA/gSI1GpAMhmpPgckFJHltrlURLq/8pUw6UqiEgdz1LKxVJInS8grdgspVwcE6u4XZlatBSS+1Zi50rtQ+lxUn/9V7TK8+fPcS5bipt3H2Ju/qM+uCiKPHv6FF09PSy+5SCnljmzZ9KwYSNEUWTM6BFYWORitve8NI2VERw7ehRraxty5c6NpqZmQjixsspBqiK1VRJUdbs/cvgQ3bt24tSZiwmK/QCtWzTF0dmZXn2SvuSmpeLIV4nrkfR1XiA4+A1FC+aheau2vHzxnH2HfBSqpc+aMZUN69awY89+bGwLsWHdGsaOHM7KtRuoWr2G5HPI92vFx48fefTgPhER4eS0yEWe3LkxNTVN9px6ExREHbdqdOzclV59+kpuR3R0NJs2bqB9h45Kx1OG1DOFUqRWkdgsuRxePH9OcPAb7IuXQFtbG5lMhlwUE6IvRFHk5csX5MmTl7o1q7Jr38FE4qd79+ziyKGDLFm2SuEc0XHyhMoKPyP1/BOtpIKUVBUuqeMztftQWQWp71Mc+Xcfowb351/fs2TLnoPYOJFb16/i1bIRoyfO4PCBPZSv5EKD5h0UjiP1rG0iUYEIUq/aL3UvkdobsUr2udQ+kbokSO1CqZ9C2W8kVUlJ6hoi9Sys7HdNLVIjSW2F1OYpu8eY6mteEUXRIVWG/YfIYllEdBq6JvmOKuBYL+e/al+qIwvU/CcxMTVj9T87WbdyKc0a1iRLFmN2bt3EkAF9iP5Jxd++eElmei/Eo54be3fvzDB7AgKeoKmpiWW+/Bk2hyowMjGjaGkntLQSO5++i2uJosi2Tet/h2lq/o844XMc57KlGDJ8ZCJHgf/pU3Tu0J78BQqwdPFC5nrPTvXYbVo1p1w5RwpaW2NtY8M/m7cxbsIkQkNDmT518h+hZfDy5QvevnvLurWrGT/2z9Aw2Ll9G1++SDsd04tbrdp079Gb5k0aJaqOMHjoCGZOn8rK5Uv5/Fm6DGtGkiNHTgICPyCXx3HmtB8L5s7inw1rWTB3DiuWLeGfDWsZMXQQWzZt5MhxP2xsC3Hxwnm0tLRYvmYdvbt34dHDB8nOY2xsjEM5R1yr1aBIUTvMzMxS5HzLaWHB5m27mD1zWoIA4wmf44SEhHDS9wTtWrUAYOjggRj+gZU2FPH82VNOnjiOrq5uotz772kK3zWHXrx4zlHf04kcBRAfSTF91lzJ8ffu3snb4GDCQkNTJTz5pxH55Qtjhw9kxKC+LFu3mWzZ4538UVFR9O7chjGTZlKngQcXz/njUt3tN1urRs2fS/xXfyFT/v421M4CNf9ZKlR2ZdchX2rWrs/SBXNwb9yMwFcv6Nera6IXgoYejdm25yBjRw5lzIghGfKyEBQYSF5Lq//sRSJX7rys27Yff78TBL0O/N3mqPmLuX3rFu3btGTbrr306x8fQvz582cCnjzB0cmZsRMmATBy9Fh69Vb8FVUZs73nU87xhx6HIAgYGRkRGxuLhUUuBEFIJLb3O/Dq0Ily5Rzp2KkLg4cO582bN7x6+fK32nTu3JlElQAygoGDhxIY+Arv2TMT2kqULMn6f7Zw5NAhXCuV58Xz5xlqgxTGxsYsWbGOHDlzMmv6ZHyOHyMw8BV3797mlN9JQkNDOHjYJ0FxP1eu3Hz8+JHqNdzoP3gINVwr0cmrDfO9Z3Pt6hWV32cKFS5M8eIlaeLRkG1bNnPh3FkCX73CuXwF5i5cDMDY8ROpW6++SufNKCpVcaF5yzb07NZJss+5M6c5c/pHisqxI4c5sG8vi+bPZc/unUpLkL54/ozo6Cjq1arG6//oPe3i+bPUqORAyIcPHD9zJVE6xcrFc7EuVIQGHk3x8zmKVYGC5LW0+n3GqlGjJlMQBMHn23+nZ9acGS8Xr0ZNBqKhoUHnHn0p5VCOru2aM3biVFYsXcSyxfPp1vPHi0bJUmXw9b9IM8/6TBw7kjETlOd/ppaIiHCMsvyZ1QNEUUyRE8PatjB9Bg4nWzqVudWokUIURfr27sG4CZOpWLFSQvsZ/9P4nvBh6vSZCV8Q9+7ZTfHiJShUOHWibVFRUTx/9gwb28QK6dmyZaNtey+io6OpX7smh4/7YpaOcnWqQCaTYWhoyIZ1azAyykKd+vUJ+fCBgtbWSfrGxsYSHh6OmZlZis/p1DBrTsanaQiCgIGBATVr1U7UXsXFlcpVXJgxdTKdO7Tj8HHf3+Z4vfs4XoNAURrCdy6cP8f2rZuZ5T0fgE5dulOrdj18fY5x4/p1OrRrhampGQeP+Ki0wsSGzds4sG8Py5fGOwdatWmHjo5OQhlcExMTlc2VGZiYmtKqTXuFy44fO4KJiSm7d26nbfv4tArzbNmIiYkhf8GCmBgr39bvWgb+F65y+9ZNDA0MMTE1TZOdly+eJ09eS3Ja5ErT+qklJOQD0yaM5tjhf5k8ax616jZMtFwul7No7gwO+10CYMeWDTRp0TZTbFOj5r+MCjNDficWgiBUARoIgrCFX7JURFFUuUK5OrJAzV+BQzlnlq7dzKRxo7CxseWighJSpmZmbN6+l/17d7Nq+RKVzh8eHq70K0dmEhsbw1W/o2z2nsD8QZ1p6VSQ1hUL0bN+efp5ujK4hRvrvSfx4N6dJOsOGD6W9p26/Qar1fw/cO7sWYKD39C2feL64DXdajF1+kzCw8Np3sSDuLg4YqKj0xQWf+H8OXxP+Egu19bW5tylq5iZmTFpwjhuXP99omByuZzmTTzwaNyU1m3bcef2LZYtXQTAgX17iYuLS/hCvXrlcpYsnM/79++pWrlCQrlYVdGudQs+fPig0jEVYWxswu1bN5O0C4LAwCHDeBsczAmf4xluhxSRkZG0bdEYURT58OED4eHhSfqULFWatu0T54bnyZuXNu06MMt7Pldv3iN/gQL0691dpREGRkZGtGzdhqMn/KjXoCGVypdj147tKhs/szEyMsLSMh8BT54ktImiyJcvX9CQyfj69SsdO3dj5NBBREREYJW/AOUcnbCzK0buPHlSPM+i+d5pSnF5+y0C6frVyzx++IDQkBDu3b2d6nFSilwuZ9P6Nbg6lUJLS5uT568ncRRAvJNR38AQLW1tQj6858wpX+o09Mwwu9SoUfNHMQYYBuQB5gCzf/qblRETqiML1Pw1lHUsT+kyZXn37i2r129R2CeruTnb9xykdrXKFClqR/mKlVUyd+CrV+TImTlfHZRx7vButi+cTtacuRAEGY9uXMLCMj8fQz/QZ9J8dPT0+frlM5dOHqV9swY4OJZn8MjxBL0OREtbm9IOjr97E9T8xbx+HYi1tU1CPjLEvxz06dmdGbO9MTIywnveQjQ0NGjZuk2a5mjcpGmyfb6LnlWsVBmr/PkJDAxER0cnkX5CRvLmzRv8fE/QrEVLBgwaQtasWRPsqVipMqIocvzYEco4lGVA396Ehoaw/9DRhP22au0GNDQ0mDR+LDVr1U6UdpFWOnbuioGBQbrHSY55C5fQqnljHty/x/iJU9DS+iGwpqmpycgx45g4bgzVqtfIcFsUoaenR+t2XgiCwM7tW/kaGUmf/gPp1b0zo8fGV9ZYtWoZQ4ePkhxDEATmL1pGDdeK9OzWiXGTppFVhceWTCaj34BBVK7iQoum8S+JKTnu/0SOHzuCjo4OBQoWBGDDutX07t4FQRAoVrwEh4/78erlCz5/+kT9OjU5euIUpqmMEJi/eDmXL11g5tRJLFi8LMnypwEBnPD1oU37jqxZuQyZTEa7Dp1p2aQhqzdsoVO3XgBcuXSB/Xt2MW5y+qN/L50/Sx7LfFy/epm1yxfzJiiQoKDXFLWzZ8O2vRQvWQqQFvQrVrwkvscOExYWSnW3OmTJYqy4oxo1ahL4r6YK/4woijuAHYIgjBZFcWJmzPnXRxbExcUxefxIDuzNOHE7NX8OG7bsZNf+I0rDDa3yF2DOgiX06dFFZcJHwcFv0hziqCpunfNj05wJlKxUjZyWBQh5G0SPqYvR1NTiS0Q4dy6fI+hFABqaWjTvORjfi3cQBIGm9WswY9Joenduw8BenZKtMa5GTVr4/Pkz87xn06Bho0TtcXFxlK9QEV1dXT5+/EhYWFi65nn9+jWjRw5PUV8X16oYGxtz9PAhtmz6J13zpoTw8HDevn2LTCbj+fNnAJRzdErkPIH4B5q5CxZjkSsXk6ZOp/+gwYnEk76/WNWqU5cCBa159PAhK5cvTZdt31XpM5oyZRw4c/4Kd+7cpo5bNT5+TFxNqIZbLe7eybivtymhZq26AHTp1oM+33Q13D0aY2Jqytu3wWQ1y5oQ+i+FgYEBe/Yf5tRJX/bt2ZUhdlrb2FLQ2oY9u/67zzftO3TCuXxFYmNjCfnwgbi4OOrVb8iHiChKlCjJsMH9adysBS9ePOfStVupdhQAaGlpUaq0A736DVC4vGe3Tly6cJ7Y2Fhq12tAzVp1ADh+6jyW+awS+pUp60hZRyd8jh1O07ZCfPTA2pVL6dCqMTUqOjBpzDA69+jN2i27uPHgBfuPnUpwFChj8MgJzJ46nlVL5tOz/9A026NGjZr/JqIoThQEoYEgCLO+/dXLqLmUlk4sXcZB9D9/KUl7aksnKit/JJcsPaO4f7RECbVYiZe+D+/fYW8dH6725mM0oijy4tlTzLPnQE9fX+E6URJl6z5FKS5/J1WKx1hJSZpPEqX0pNqNDRSPJVUGS1m+pVRZGB2J0nGSZWQkXE3Kfm+p309qHU2JSaRKDio7NiOjE4ftlilmw/I1GylTVvHXdKn9oajMnc+xw4wdPYLdR88mUnb+jr6ORpI2kN4foZ+jFbY//6g4LPvMznXMnjAMAMv81tR2b0rTdl0wymJCdFQ0h/Zu5fH9OwS/fsWr5wHI5SJtO3ahSjU3LHLnQS6XExsTw8RRg7hw1p+pC1ZT1D7xA4tUeSBzifKIIP27SpWikjqPdTQV7z99bcXtIH0OyCSS1qSOHalSQ8r8TFJlmaQut1+iFZ/3Uue31G8B0set1HUqlZX00lSmVhCgXOkSlCpdhqUrViWcI4GBgdy4fo06dePvcQ8fPGDxogV4z1soOU5yREREcOzoETw8G6fazksXL7Jm1QoWL1uR6nWV8V1jYOaMaWQ1y0qHTp0l+ile/8uXL8TFxUmmOj0NCODmzRs0dG/Eti2bqVOvPkZGhqmysVTxovx7xAcLCwv0tAQiY0S2bN7EoX8PsG7DJjzd69OhUxcqV3GhgGUu3oVGsGrFcq5eucyipcupWc2FUWPGYW1jSwUnB56+eM1c79kEvX7N9JmzKV+uDAuWLMfI0AhP93pcv32f8o5l0NbWxs//fIIdQUFBODmU4Hng2zQVkkxLyTBFSJ4vgFyUM2zIQIaNGJ1Y9+KXKa5fv4Z7/dpcvn47dVErSkz9+cvY1atXqFalArv3/YuLa1WJ/imfVtUoO54fPLjPi+fPeBMUxJBB/QGIiYlBX1+fHXsOULFSFSIiIrArlJ/jJ/zp27sbe/YfSlf0i3uDOkyZOpMCBQvy/t078uTNy8sXL9DW0UHf0JCTvj7UrqPgefun7bh44Ty6urrkypWbJwFPsC9RkjOn/ciWLTtFi9mjoaGh8Bnh/r077Ni6iV3bt5DV3JyV6zYTGPiK4sVLYqhM70hJ6b9pE8cQEhLCDO8f10upEompv9CrklTW1gS0U/mMJ3VPTEsWUGrLD0s+O6hQ4zQzzmNDHdlfVe7vV4zzFRErjliXKXP9280xw/elIAhTgXLA9y8dLYDLoigO/6nPvhQMFSKKYnulc/3tzgKZIPD50yeio6MxNTNjz85tdOvQGtvCRdh3xC9eYOqXBzC1syBl/f/rzoKtmzYwb/YM/C/dUPiCnxpngVwux61aZRo1a02z1knrHKfWWfA27DNXL/hz8+olbl27RFjIe3R19fkUFcWH4Ne06DEE1wY/wk6N4r5yxvcIevoGODhXwijLD/GnX09xURTxP3GYM8cP4HfiKB9DQ8hhkYtj526io6PDjm1bmT52MO279cetvgfZc8YryKudBYlROwtSTkjIB4oVtsa1ajUmT52B38kTnD93jt59+7Nj+1Zcq1ajiosrRw4foqhdMfLkyavY1BTaKpfL01TCKDo6msePHlGkaFH+PXiA2nXqKrw2pAZRFKlbqwYLFi2lQMGCSm2SOj5GDBtM4SJFadvOS3GHb8TFxTF08AAmTJpK8Jsg9A0MyJkzZ3rMVym/bt/DBw+oVdOVRwEvE/azXC4np7kxj56+Iotx6kOrM8NZEB0Tze6dO2jWouWvkyQQGhpKw3q1aO/VkQ6du6Rq7pQ6CwCOHT1Cx/atWbF6PW6/CEeGh4dzcP9eGrg3wtAwdc4jVfDrbxEYGEi9WtV5/vwZ+QsUpECBgoiiSJt27SlZsjQiAi+eP6P8T+Kn7Vs3p2LlKty9c5v5C9OnNfTi+XPy5M3Lzu3b8PPzRUNDg6xZzbG3L0455/LMmDaZWd7zk56jCn6Py5cuMnvmNC5eOIdV/gKEhYYSHPyGco7O9BkwFPsSpZgyfhT3793hyeNHiKKIZ5PmNG7eErtixZMbPtmF3+8xv4qdqp0Fv8ysdhakGLWzQHVkkrPgJlBSFEX5t39rANdEUSz+U59HgHTJmfiTcJEoinbK5vq/0CwwMDTkuy+6Rq26NG3ZhhfPnlE4X3YA2nToTMs2XpQoVeb3Gakm06lWoxb9e3UlJiYm2ZDS5JDJZHTtM5g1S+crdBakhpWL57JsgTcWeSwp7Vge92ZtyJbdgq9fI3n3NYYPwUH8u3l1ImeBsYkpdRo1T9H4giBQqVpt3N0bJqRheDVryD9rltOhW2/c6ntSrEQZxg/pxdql3hgYGNJvxCTc6iUVWlKjJiW8CQrC0MiIHDlzEhoaSqXKLvidPEkxe3s+ffrEg/v3qOLiyqOHD8mdO4+ksyCllClZjB279imsKqAMbW1titrZERYWxr49u6npVgtRFBM0DlJDTEwM+/ftxcOzMUuWrcQyX74050tOmTYz+U7EazF8r2rgdzK+okD7Dh0JCgrC4lvJPynWrVlN46bNMkW34Ds2trZoaGhw9cplHMrGl4WTyWS4uFZjyaL5DB0xOtNsSQ0fPnygafMWkssjIyNxreRMDbdatPPqmKG21KjpxvZd+2jW2J3R4yZSt14D3gYHs2L5EnZu34pMJkNHVxfPxk0y1I6UEPnlC18iv/Dm/cdEWhXfiZOL5Mmb+NwvVKQox44doZIK9IUs8+UDwN3Dk/oN3anuWom16zdhbWNDrFzO7LkL+PLlC/oSUaffefbsKRPHj+b9u/ds3bmPUmXi3wnevX2LUxl7Pn4M48DeXdy4fpWBQ0dRoKA1eS3zoSHx4SU9/A052GrUZAYC0h9g/sOYACHf/l+Rd32kKIp+CtoTEARhfHKT/PWaBb9iYGDA/CWr2HPIhzNX7zBw+Gg2rF5BbdfyREcrDv1W83eyeP4cataqm25HwXfKOlfk1vUrvH+X9hruTx49YMWieSzbcpB1e3zoO3wiVWs1wL50WcqWr0yRUo5cPe1DPpsiKrFZJpMhk8kYPXkmG1YuwcWhCD3bNiIi/CPLtxzA58oTXN3qM6hbaxq6OrBkzlS+fP6kkrnV/P9gbWODrW0hngYEUMzeHmsbG9ZuiI+cc3J2pp1XvIOtV5++FLO3T/d8F6/cSLWj4GdMTExYtnI1mpqa1HGrzoP791O1vlwuJzY2Fl+f40RGRpLPyirdD/VLFi9k0oRxKe7v1bET7Tt05MWLFzT1dEcURaX3uICAJ8TExKTLxtTy4P59or5+xca2UKJ273kLWbJ4IVevXM5Ue1JK+9YtePTwocJlVy5fYtKEsRS1K8bM2XPT5GhKLY5Ozhw87MOObVtwKGmHh3tdLCxycfn6HXr16ceVy0kjRH8HgYGvkMvlCh0FUnTq3A2fo0coZl88+c4p4OGDB7jXr42uri7+5y5hbWOTsCwmJoaSdrZERERw6N8DtGzqkaTqyLGjh3Gp6IiLSzV8Tp9LcBQAZMueHXPzbJiambF/z07ad+yKa7Ua5LPKn+4IJTVq1Pw9CIKwWhCEt4Ig3P6pzUwQhGOCIDz69t/kBFqmAtcEQVgrCMI64AqQqC68KIrbvo1dTGqQ732U8X999cpfwJqBQ0exasM2Bo8Yw4BeXbhx7crvNktNJhAZGcmyxfOpWMVFZWMaGhrRoXtfurTy4HMaX6gDHj/EvmRp8lvbKly+a9V8gl+/pMPgZB2BqcLatjBHzl5n7bb9fP70iSmj4nNIBUGgz7DxHD5/jynzVnD9ygUcC1nwKSJpOTE1aqTQ1dVl38HDyOVyVixLnxBfSrh18yb3791L9ziCILB2wyZsCxUiKCgoRevcvnWLRg3qoqenx4LFS9HT00u3HQDtvTrSR0KgTRmWlpb4+Z9DEASaNW7EubNnE5Z910KIioqi/8DBmJgor12vanJaWPD161ey/JKznTtPHmZ7z8ejYV0mTRir8jKR6UEul3P4uC+2hQolWbZj+1aaeDbk/LmzTJg0NVPtsitWjENHT/Ay6D2PAl4yYtQYcuXKRVG7Yjx8kDpnl6oRRRG/k760a9OCRUtSpweSLXt2VqxeT/euHXn16lWabXj//j07t2+Ld4hJOO60tLR4+PQVhoaG1Kpdlw2bE5elvHb1Cl06tmPr9j30HzREodPDo3FTmnvUw+fYYfJY5kuzvWrUqPmrWQvU+qVtGOAjiqIN4PPt35KIorgZcAJ2fftzFkVRcSk4WCoIwkVBEHoIgpDqG/3/tbPgO7XrN+Ts6VOcP+uPV8vGrFwy73ebpCaD0dPTo2Wb9txRUO87PfQaOIIi9iUYPahXmtYPfPmCHDkVhwvHREdzcNMqek+Yi46e8jDJtKCtrc3OLRu4ceUCL58FUKW4Jc6Fc+JRzYGebT3o0daTm1cvUbthYwwMjVg+fyY1yhWhTtUK9OnWgRYe9ahYxg4Xp5L06daBM6dOEhYWqnI71fw30dTUpHmLVpw7dybD57p/725CtYH0YmFhQUREBPVr11T6Zf7J48ec8ffHrlgxFi9bqZK5f0YQBCo6OaQpAu77V80Nm7ZSztGR/fv2MmrEMBrWq82Vy5e5cf06rVs05evXr6o2WykmJibo6uryRoEjpnGTZhw65sv5s2fp3KEdsbGKdT0yg6ioKMLCwoiMjMS+iI3kb7Bq5XLmzV+Mz0n/RF+sM5NftTo0NDRQpk2Vkcjlcvbv24tr5fL06tGFBYuWUdPt1+fj5Gnk2YQePfvgVr0KY0aN4M2bNyle1//0KW7dvMmXz58JCHhCUTs7Fi1ernSd7/swJiaGwgUtiYuLI/DVK5o3dmf+wqU4OpdPss7FC+eoX6sa871nkc+qADVq1aVdcw+ePQ1I9faqUaMmY5AJmfOXHKIonuJH+sB3GgLfRRXWAe4pGCdIFMV9oijuFUVR8sIoimJFoBWQF7gsCMImQRBSXJ9YqWaBgGLhDkkBoTTckKTExiQnkegupan34VOU5NzBET8ejALfBNNrzEyiIiMZ39cLlzpNMTHLmqi/lHCYjoTImpRYIUCcxPbpSQjh6WkpbpcSYtHWlPYDpVa8RTJ6VurnVnIYSAnByJQItilCUlxOJj35r7t89PipuLmWZ8WSBXTt0TtJmLCUrTpaituzGsaXHZs1ey4liuQnMvQNefJaAvD03WeF62TP8iMFIi4ujr07ttC2BB3oAAAgAElEQVRn0HB0FfzeXyO+EBcdRYk8WcmdK7FjMEZCKBHgS3TKv8q18upCmUpuZDE2JYuxCZpaWrwLDiI2JhrDLKZkzZ4TmUxGeGQsh/bt4s3rV5Qq64xdKUc+RYTTsc8Q9PQMOOt3nBFDBiACTdp2xblKdcyz/xBa05M4ZyxMdBW2K9ofoFxASOoci1UgUAmpPy+UHefKRD4VISXgKCXapEzIM9XRrpICWorbpQW0lFyPvrW/fh1Irly5kzUpvWm4LVu3Sd8Av5AlSxYuXr1BWFgYXm1bsffAoYRlixbMp0OnzgQGvuJpQAAVKlYkd+7kt1ERyrZbV1eH4ydPo6OT9vKG30XuatR0w96+OObm5mTNmpWC1tYcOHQ0zeOmFEXb51S+AidPnqBFq9ZJlhUtUpQdu/fRrHEjxo4anjLtBkkdT4nzW2KY2NhYrly+hJNzeWbPnE5Wc3O6de+J//nL6Ooovk6FhoSQO2+eJINKzi31+CNhkzKUCTj+jrz2169f416vNppaWgwcNJSGjTx+pGRImKOh5Dmg74CBFC9Zkg7tWlPF1ZUcOXN8G0r5vg0OfoMoyileojhDhsWLhH/6FEGDum7s//dIQv+fxZSjo6OZNmUSQ4ePxP/cZURBxtq1q6jbwJ3a9d2J/XZx/H4dPn/uDK2aeTBl+mw2b9+LgaEhVy5fpLlnA8JC36NpHV/qVOraqex+IbV9YV8UpwwZ6ma8FJmUgK/Uryclkq0sfVzqnij5IpbKVwmpbVC2jtTU8lSesarMm0/tqZ1agXo1acZcEISf8+iWi6Ko3EsJOURRDIJ4J4AgCNlVaZAoio8EQRgFXAbmA6WE+JvDCFEUldb3VUcWfKNEWWfG9mzL4qkjGTV1AcamZsmvpOY/jVGWLGzYsovNG9dTo4ozJ08cV8m4hoaGdOvRhx6d2/PpU/LpCLGxsVw4549HbVcMDA2pWkPiy4sggCBk6LGZ0yI3diXKkNeqAMamZhgYGmFV0BbrwsXIljNXorzLtftOMWjCHN6/fUODJq2IjY3l6eOHFCpaDK/u/dh+5AyOlaoyZXhvRvftwPlTPhlmt5r/BiVLlSYiIiLD57l29SqjRiiN4Es1MpkMIyMjxoybyKoVy+nVoxtbt2wmKjqKiIgIKldxSdBeyAgePnjAJxXtO11dXazy5ydX7jySJYQzi3r1GnBwv3R1Jz09PRYuXsbG9WszTFPhy5cvPH70CIA9u3dyxv80X758YeqUicTExDBi1Bi6de8JkLhU4jfCw8NZMM+b0NAQHj54kCE2phU9PT0+fvyYqXO+e/eOerVr4NmkGf7nLuHRuEm6tRsEQaBqteq4uFbj2NHDyfaXy+WMGzOKuvXqU/mXdMOidnbMX7iE6VMnK4xY+fDhA9myZUNTU5M3b+KjXnx9juFStbrCufx8T9CmXQeatWiNkZERoijSu1tnZsxZgINEaWY1atRkMt8ihjLjD3gviqLDT3/JOQoyeNOF4oIgeAP3gKpAfVEUi3z7f+/k1v+/qIaQEpp37oupeXaaePUgexrKNan5b1LQxhbfMxfZs2sHg/r1oladekycOjPdX2IGDBkRH/JYMDdF7IpRrnJN2nXrj0wm4+njBzwPeMTzgEfcu3GJS+fPkievJW06dKFFmw7xL+QxPx5gIsI/snvbRp49fkiFyq4YGiqutZ5e7t66wY2rl5DpZiG3ZX4K2hZB85eczNvXLrLCewq58+Unr1VBTEyz8jzgMfOmjcWre38EIT5CIuT9O4xNTGnQtC0lHJx5dO82k4f3pn33AXi27sT7t8Ec/3cPoiiSxcSUQkXtsS5UNEO2S82fg42NLT7HM/4LtmW+fLg38lT5uFpaWpRxcMC2UCFKlS7NkydPGDBwsMrnUcTVK5eRaWikS7jxV5o2S1kFlYykdt16DB08gDu3b2NXTLEGk2W+fNjYFuLA/r008micrvlEUSQsLAxTU1Pc69Vm4eJlvP/wnsUL57Ni1Vr09PSZM2sGnbt2Z+/+Q8mOd/aMP21aNaNSpSq09+qIW+066bJP1ZQu48D1a1eJiYlJlbBgWgkLC6NBHTfqN3BnyLARKh9/lvc8HMuUoH4Dd8pXqCjZLzo6mhw5cqKrmzQKRENDA4tc8c5vTc2kj8EWFhZ079mb58+eMWfmdFau34xnk+bMnj6F6jVroa2dOLpHT0+P58+eJuh/zJk1jbi4WNzTeawmR+CrF5zx80FfT5+qterx6sUz7IoUVplosxo1ajKVYEEQLL5FFVgAb5NbQRCEioCNKIprBEHIBhiKovhUQdeFwAriowgivzeKovj6W7SB8nmUpQ6UKeMgnrmQVI04tWkIaQmpkwoR+hqjOIxLql596Gfp/M6f0xB+xlgizFMqDcFAR7HPJVZJuK5UiLQUxnqKb/KZkYYgFbYk9TqtLKQuNpXh2VJIpjMoiZX5Gq349/ge6h0WGkrdmq7ktLCgvrsHdevUJVfu3Cl2HEQpODYjIyO5fPE8EydOQBRFgl+/RBRFrAsXI2++AlSsWJ5yThXIlj1HovUivqWwfP4Uwa3rV+jYrB4Acxavxr1J0pJdaUlDMNL7cdyGfHhPuSKWVK5aAzS0efXsCRHh4XQfNJra30oyxslFNiz1Zv3SOeTKa8WTB3cS1i9fpRq6evo0btmeGeOH8f5tMDlz5SY0JAQdXV0iwj8ik8mYOG81ZctXYdaYAdy6fpl8+a0J+fCOK+f9Wb55Pw3ruim0NS1pCFJhuVLrqDINIbXHuZRNf00awrfrUXR0NOYmhoRGRGaoSrwoirx9+5YcOXIk3/n/mGZNPOjTdwAVKkq/dGUG69atYdSwIfTs3ZcBg4f+eIH76Rg86XuCrp29uHztNkZG0g7T5M68XTu3c/KED/MXLeXJ48dYWlomefmLjo5O8QtXh3atKV3GgV59+klec1KdhpCG26TU3DJBoGyp4ixZvgqHsmVTP3AqCAoKonGjBjg6OTPbex5STwnKUiZSwsH9+xg2ZCDXb99HUyPp81dgYCDDhw5k3YZNKa5CIIrx0Qj+p0+xZfM/LF76Q4jx0ZMAbt28wcZ1q7GxLcT4ydOBH9fh27du0rNrR16/fsXHsDDqNnBn7IQpWOazSjSHqtMQurdtTJw8DplMxs2rlwkNec/y9duoncFljjMjDUEq9TYz0hCk9nlq507t+ErXSW2asATKnh30tIQroig6SHb4j2NiVVR0GbU+U+ba27lssvtSEAQr4IAoisW+/Xsm8EEUxWmCIAwDzERRHKJk/bGAA1BIFEVbQRByAdtFUaygqu34jjqyQI2ab5iYmnLE15+jh//l0IF9TB4/ms+fPjFi9Fj6DxySpmgDPT09KlVxZa6VHQd3b6FEaUesC9sljPWzZsHRQwdwre7GOX8/7t67R6sO3alfpQyHztzEs2V7shib0MCzmcq292eMTUzpNWAY/6xbSeXqddHW1ub4wd1MGNwd19oN0dWNV3Rv0ak3BkZZuHzWD49WHfny+RNZDPWJjY1h/fKFPHv8kFIOTjRq3obIL18oVrYSMpmMkPdvCQ15T0Hb+OiBPJZWHNi5mXfBQQiCQNHipShoq5pykGr+XL6H6Mnl8gwvKVfRuSy37j5U+GVRFfgcP8be3buYv2hJhoz/K61aNGX12g0q/Wq4ZNnKBB2D30mbtu1xdq5A5fKOfI2MZMyESUn6uLhWxbVqNXp07cSS5atSbffnz5+5fOkiDd09EqJOClpbK3xs19bWZtuWzejo6tLQvVGS5RcvXmDY4AGEfPhAeER4plc+SC3O5Stw9ox/hjoLrl29SrMmjfDq0IlhI0YhCEKanB4poW79BoweMYw7t29TokTJJMstLCzo2r2nUkeB7wkfNv+zkejoaIaNGMUJn+MEBDxh/MQpFChQkODgYEaPGMriZSuJjIzk1csXLFiyksrOZXCpWh3Xaj+0wYrZF8fv7CXu3rlNFmNjcuXOkyHb/TMhH95x5eJZfK88xMDAkBfPAmjnWQv935xWpEaNmuQRBGEz4EK8tsErYCwwDdgmCEJH4AXQJJlhGgGlgKuQECWg0JMuCIIN8aUWiwIJD0WiKBZIib1qZ4EaNT9haGiIR+OmeDRuiramjFcvX9LUsyGHD/3LjFnelCxVOk3j6ukb0LhVR6V9nj55hIaGBoWKFEXXKL686tpdh9HW0eHx/bt06NEvw2o1a2ho0G/YGDxbtGX37t0IgkD7noMwNMyS4CiAeEV7j1Yd8fhpW4z146Ne7IqXYtGsyfQdPp6s5tmAHyKfZubZMTP/odXi1aM/Xj36Z8i2qPlzefniBTktLDI8HFoQBB4FvMjQORydnClS1C5D5/iZFi1bq3y/vXzxgtx58mBubq7ScVNDSEgI+/btoW07L5YsX0mfnt3oO3AwxgrSAWfNmc+Afr2p7lqJcxevsmvndgoUtObmjetkNctKvQYN8WrbislTZ6Chqcn79++ws4tPbXj+/BlHD/9LFRfXFNlVqHARybKXfXp2o32HTri6ViN7jhyYmiZXDvv3Us7RiaMpyPNPC9HR0UyfOpnlSxfjPX8RjZs0zZB5fqWckxMXzp9V6CyQyWRUrFiJdWtW41qtOpaWlkn6ODo5U8y+OEGvX1PQ2hob20IJzkx9fX3kcjlNm7dEU1MT20KFsS1UmMuXLjB34VJ6devEqXNXyJYtW6Ixi3471pR9tVYVF86copxzJQwM4p1mllYFcHCqwN3bN6hSNcUi52rU/N8gJdr/OxBFMWmIcDzVUjFMtCiKoiAIIoAgCAZK+q4h3iHhDbgCXqQiJkaps0AE5ArCo6IlQqlSG94L0pZKXWoV2aNs7hgJ5XMAQ4kHrxzGir/cSH1ZjviqWHRJUrEf6bAzqXZ9bYnqCRKq8lLhy0Cq80KkwtglQ+eUjK+lqdguqaE0JPa5lPqspiD9Mi21r5SFd+W1zIv/+UusW7MKT/d6FClqR5cu3albv0GSB3ctJfvc3EjxMfUpKv5l+tql81y6dIFWnXsDYJItN6Io8uTBPSwt8xMRHoapWVaFqQ4AX2OkKx5IqiMr2IV5La0YPkRxDrZU6Oh3Fek6NapRp0bi65yJvmJ7dSVSeqTCFd+GK65qYm4krQyf2uc16QhDiVBaQZn6uOJ2yfQZyXbF4yjLclB23VGEVPpYlERqi7I0BKnf73sawim/kxTNpBfsfXv3UKRIUWxsbTNk/JiYGL58VlzlRNWIokjVatVV7izcsX0r9Ru4Z5qzQNFLlExDg6cBT4mTi9Rr2Ih9e/eweOEChgwfmeQc1tU3YNGyVdjmz81JPz9kGlpoaulQqkw5tLS0iIkTadO+I1mz5+TC+bP4HDtC/0HDmDFlAuMmTWPspOlJUhal7pXFS5YgJCSE+/fvYZ4tG/O9Z3Pz5g10tHV49+4tjZs0S7LfVKVynqbnWVF6pbLlHJk8aXzaDZIgJiaGKhWcsMiVm3OXrpM7d+4UXXfTsp9+vf/o6enx6dOnJO3R0dFs37qFZi1agkwgNjY20XH3/Vqrr6+Pvr5+khf+72hoyHBydmbH9q24e8Z/4Nu4dhW9+vanSbPm9O3ZmXWbdyp8LpS6Bkuq7Cv5waXulfLIcPLlzZ2oglDfvn3p0qEdffonvYdLpeqm5ViT2g6py5PUO4DU8yBI3/uk9pXUdkil/KqyIkFqUbbPpRxNqX12kBrnN1VRVZMxbBMEYRlgIghCZ6ADIFW3WU8URR9BEARRFJ8D4wRBOE28AyFZ1NUQ1KhJBg0NDTp06sK9R09p286LhQvmkj9vTurXqcn0qZMJDQ1N9xwlHRwZOXHWt3rO8V9EY2Ji2Ld9E3FxcYSGfCCvZf50z6NGze9k1sxp9Bs4CLlczoplS4mNjSUoKIiAJ09UPldEeDhRUdKlc9PLhfPn2PTPhgwb/2c+f/5MeccyKh934uSplHP8fWrtq1Ys4/69u4wa++NFdsDgoaxcvkTSiSUIAktWrKF9q2ZY5MpN4SJFKVLUDmubeKdQxcouCIKAk3MFRo6ZQPjHj5QoVSbVpZ0fPnhA9y4dqV2jKna2BQgJ+YBXh07UrFWL67fu/9ZojNRiY2tLaEgI7969U+m4N65f5+nTAHbs3pfmcqFpxef4MapWS/wF/cXz59SsWoX+fXryz8b1tGnbHvNs2di+dUua5oiJieHqlR+6XQuXrqBQ4SI0btqc14GBDOrbk8+Z5DD8GblcTlhYKMYmiUsoP3r4IFOjndSo+a/xrahYhv9lBqIozgJ2ADuBQsAYURTnS3T/KgiCDHgkCEIvQRAaASkuzah2FqhRk0J0dHRo1qIlx31Pc/HqLXr27kdAwBPsi1gzesQwLl44n6QM06NHD5k0YSz9urVn0dwZPHn0UOHYgiBw5eJZDuzaysaVi4H4vNnpC1bRsXk97IqXIodFrkTriKLIi2cBREdH8zEshK9fIxUNrUbNH4M8Ts7sGTOQyWS8eRNEWFgY165eYeeObQA8e6pIxDdtNG7ajPwFUpSOl2o+ffqEW63ajBk3IUPG/45cLmf/vr0YGBjgc9Jf5eMvXbyIq1euqHzclGJjWwhz88RfdgsXKYqhoRHXr12VXK96DTd0dHXYt0dpaWgAclpY0MizSao0ZwJfvcK1kjPW1jZs27WHh09fsmDxMhq4N6JDpy5KBRb/RGQyGWUcynLp4oV0jxUVFcXePbtxr18HT/d6TJw8Ld3Vg1LL04AAPoaFYV+8OBBfgWfh/LlUdHKgYSMP9h48zNRJE4iKikIul3Pp0gXi4qSj76QwMzNj6vSZPA0ISGh79fIlk8aPYc/BI0RGfsHFuQxXr1xS2balhInjRjFr+mRMTH6kv1y/dpUFc2dTt2FSjQ01atT8fQiCMF0UxWOiKA4WRXGQKIrHBEGYLtG9H6AP9AHKAG2AdimdS+0sUKMmDeTKlYtateuwbMVq/M9dJiY2hn69u1PAMid9e3VjxbIltGrmiVu1ykR9/Ur5yq4EB72mhbsb3do3JzjoNRD/wn/80D5iY2Px9z1OjboNGTpuGgDv3gbjVt6eS+f8iYmOplndKrhVKE63tp6MHtST5vVcaFTdCeeieahTvhjVy1jTu31jHj+4+zt3jRo1CgkJCSE0NITJ02YAMHrseMzNzalTtx6Dhw4nMjKSFk09iYlRnNaVWi5eOE/7tq1UMtavtG7RlNOn/DJk7J+JiYnh4P59REREkDVrVpWOfeTwISzz5VP5uCklKiqKco5OFChYMMmyBg0bMWn8GL58+SK5vompGdVrKq6ekl5279xOI8/GTJ42A4ey5ciSJUuGzJOZuFStxvp1a9I1RievdmQzNWL+3Dk0bdaC+4+f0blrNxVZmHKio6PRNzDAyaEU/fv0pEoFJw7u38fxk/70HzgY5/IVMDY24fatm+jp6TFh0tQ0C6p++vSJDu1aJUQQ5LW0ZMeeA8jj4v7H3lmHVdH0YfjeQ6corYKJIiZ2d3d3Ybcidnd3v3YXdqAodgdid4uigHQd4uz3B4oiuwgKvPp+576ucym7szOzvfObmedh7MSpjJ04lY6tm+Pz4X1a7mKyxMbEkN/egXJfrCOfPH5E04a16dWnP03TSQRZjZr/Al91SdL7l0FIiZPUk0ooiuINURTDRFH0FkXRSRTF5qIoXk1pQWqBQzVqfpOcuXIxa858YuNUeL97x84dW7nt5UmtOnVZvX4zBgYGBITH0Lp9F8ZMnsXS+TNoVrcyW/cewyiLGedPnaBKzXpMW7AiUb7mFpZs3Huc9SsWkjmLGXb2DlhaZyUo4DOBAZ+p3aAJZSpUJVoZhUrQJDIyHPfD++jZtgEt2jnh1M8ZA8O/qwdMzX+XiePG0LJVGwoXLiy5Xk9PjwtXrse7ZwQEkCVLFgCGDR3CkKHDiI2J4fHjR5SvUJFypYvz4PFztmzayP3795g9dz7NmzRk+Mgx2ObIQYO6Nbl97xEVKlb67Xq/ffuWXTu3M3zEKBYtnI+ZqRkHDrulelh7arly+TKZM2dm1Zp1aZqvSqVCoVDgumsn8xctkRQSzAguX7rI6pUr2OG6N8m6MRMm0a9XdxrWqcHaTVvJnTtxQEGlUvHg3l1sbHOkWX1EUeT+vbusWbWCA/v2sHJ12h73f5uBg4ZQtpQje/e40qLlz0S2k/Lu3TuOuR3Bxy8QA4PkdLTSn/z29jx48oIrly/hdcuTcuUr0qpN20Qf6fny5efF8+eEhoayeuUKtu/e80tlGRoacvr85SQNgH17XdHQ1KJT1+68evmCHl3ac+j46XR3eQHQ09Ondt36lC5TDoBrVy9Tp14DnHr0Tla/SI0aNX8/giD0BfoBuQVBuPvdKiPg0g9pD5OMkpwoio1TUqY6WKBGTRqS3caGYSNGy67X1dVl+Ngp5MiZm3ZN6zB3xQYmz10qG4m0sLRCX9+A/i5j0NbWlkynra1NVEwc2jo6NG7VgbKVqtG/UzOunD/FtiPp3/upRk1yxMTEsHbzOk6cOM51zzvJptXU1OTwoYMcdzvK3AWLUKlUVKlaDQsLC65fu0pQUBCGhoacOX8ZiJ9q0KxFSwA2btmOnp4eGhoanL8UP9w6pYKA27duwcLSkipVq7Hmn1U4de/ByRPuiKJIhYqVyJkzXi+kRcvWCdZk6d178PrVS6KirLEvkLaWom1aNWeoywjWbtiUpvmmlmrVa1C5StWEv0VRxN/PD3MLC7S0tFi9fhMrli6hZpXyTJg8jS5OPRKO+Yf38b24gZ8/J5ybXyEqKoorl87hfsyNE8ePERcbS5duPbh55yHW1la/tX9/Grq6uqxavZ52rZtTuUpVWWE/OTxOuFOzdp1/PVDwFYVCQYWKlWQDgnny5uXF82fUqVefjVu3/1ZZvp8+0bpFE85d+jaNo1effgmigYNdRrB39048b1yjdNnyv1VWSihVpizTJ0/EZcRodHR0eP3yJba2OdO9XDVq/mYyUk8gndkOHCPeCnHUd8tDRVEM+CHtvC//NgesgK1f/m4HvE5pgUJyvSPFipcQT55POsctVkYNW+7jSTMZN4RYGVlvOdcDOQV+OeXukEj5Ia26WtIRYFnVfJl8NGUUwJNTx5c76nKKtTqa0mUoZI5tcsdcTiU1SkZp319GiT5YxgXCXEb5H0BHU/rYasuo4soJr8sdD41kjrnc+dCWyUtWBV/m7KVWXXfP7l306dWN3n0HMFnCp/v161ccdztCn34DE5Z9DotOki42NpZFc2fQvd8QWtSpxOEz19m8ZjnXrlxg9Za9ZM0sbf+VWsV+ufTJdbDKOmakErljnpzyv9x1Lrcfcs4bqVVfTkvkjm1sMjsud8zlFKnlnjlyy5Nz25FS7l66cB5TJozmwGE36tSVHCGXhIiICBbOn4vvp08sXrbi5xv8AqIosnDBPIY4u3Dj+nVMTEzQ1NTk0MEDLFowl4NHjiMIAkWLJbVmS2++vpfTIyAREBBApkyZMqQH9Ee+f68f2L8XlUpFs+YtiY6N5emTx4waNpSDbu4UL1yAo+6nePvOm+dPn7Bq+RKss2ZlxeqNmHyxKRw7ajiCIDBx2qxEZcg9cX58/h93O8Lgvj2xy5efOvXqU6defQoWKpxwzOWeB0DqbZxSmU962nuNGjGMoMDAVI9YOeF+nEUL5uHm7pFkndxzSu65LUtyyVN5SHbt2MEe1128eP6M0+evJEwlkf3m/S5/URR5/vwZdnb54tOLKj59/Ei27NmJjIzE7chhjDNl4qOPD506dwVgxDBnzC0sGD5iNDFx0mUk99xODbGxsTRrVJ8rF85QvHQ5Ojj1wXXbBtbtOsKlN74ICkWSZ0cFG2lBTl1t+YCqpkywNVLGIUuubfDVXvlHdGScHiD1319yTjyyl01y15Os24NMnWRdLlK3/FfykqurnAtEcveYsZ6GpyiKJeVT/N1kyeUg1pi49ecJ04A9TiUy7FgKgmABJNiiiKKYxDdaEITzoihW/tkyOdSaBWrU/Eu0bN2GLTtc2bplI7NmTMXfzy9BhCksLIyQ4GCWL11MUFCQrDiTSqUiLjYWY+NMaGlqsXH3EbS0tMhsakpsdNLAgho1GU2fAYMZNGQos2ZMS/HQfYVCwdWrV1i0dHm61EmlUhEbG4syKgqlUkmZsmXJb29Pnrx5cXYZxqt3PhRzdPxXAgUA9+/do3aNqr8kypYcL1+8YNmSRf9KoOBHFAoFs6ZPBWDW9Kl43fJk32E3BEHgwtWbZM2WDVVcHNraOrifuYSBgREtmtQjJDgYgAaNm3L+bNKGqxyiKPL44QNevnjOzCkTGeE8kG2u+zlx5jwuI0ZRqHCRDBfq+zcY7OzCoYP7k4jx/oz89gV4/PhROtUq7alarQaXLpzD4+wljI2NiYqK+uk2m9av5fDB/YiiSKe2rYiKimL3zu107tCWrNmyERERgb+fHw/u38PI0Aij76b5VapUhQvnMmYkn6amJgv+iXdiiYmJoWylajx78pAGlRwZVLMIE9vV4vyBHUSnYJ/VqPl/QiEIGfLLCARBaCQIwjPgFXCO+JECx2SSmwuCkPu7bXMBKR5epg4WqFHzL1Krdl1On7/Ci+fPKFwgD1mMdHAsbE/ZEkUoVLgI9x49RxkVRbVKZQkKCgLilZ/HDR9ESHAQbRrV5MWzJ3TtPRBtHR2sssbbV21cvYyuvQcmV7QaNRmClpYWM2bNITQkhKVLFhEZGcmzp09ZvHABAJ43bybZRldXl8NHj6dL483f358yJYoRGRnJ6LHj0dNLOvLG8+bNhPrJERISwsjhLgDs3rWTCePGAPy2QGNoaCiGhobs2rM/zRv1FpaW5MmTN03z/FUaN2nG9Vt3EQSBLk7dadGqDZqa8TMjDQ0NAShVphzNWrYmMDAAf39fSpQsTevmDQgPD8exRCmCg4O5dfP6T8vy8/1EL6dONG9Yh5aN6/Hk8SM8zj/0wikAACAASURBVF+lZOmy6bqPfyLW1tZYZ83K3TvJTwn6ERsbG4KDgggNDU2nmqUt5hYW5MiZi4cP7nPh3Fk6tGnx023KV6yEvUPB+GCl5x10dXVp3bY9K/6Jty4vXsQBhULBhMlTef/em/fvvRNte/3alTQTaP0ZxplMqN2gKVbW2Th2cA816jQkZx47pu85Q+vB47h94SQjm1bgwdXzGVIfNWrUZDjTgLLAU1EUcwE1+EGz4DucgbOCIJwVBOEscAYYnNKC1MECNWr+ZXLkyMma9Zvx8Q8hMCyaZStXY25hiZWpEdUqlePkiWMsXLqCSePHMHxgL5RRUZQsUw5dPX1Wb3Elv0OhRPlFRITz+uVzyleu/i/tkRo1idHQ0KBFq9asXrWSd2/fEhYWRubMmSlXqjizZk5j1IhhrF61MtE2Rw4fYu6cWTI5pp7IyEgG9uuDmZkZp89fSlbh3sbWlmKOjsnmZ2hoiL19AVQqFfXqN6DfgEGIokjZUo58/PgRpVJJdHQ0sbGxSbzYz509w5XL8boLo0cOx9/fH4jv/Q74/JnRo4bz7NlTXJxT/C5PEV63PCle4t8fZRoSEkKxQvZEfxn9ZGNri66urmx6S0sr9h46zriJUzE1NadzuxaoVCqKFnXkvfe7JOmPHTmIy8A+dO/YmvrVK1ChREEsLCzwfPCMWw+esXH7biwsLdNt//50ihcvmaw1pRQKhQJzCwv8/fzSqVZpT7sOnZgwdhSlypRl975DAKxasYy6NatSp0aVBOvNmJgYxo4aTl67fNjZ5UuUhyAImJiYIAgC9x49I1v27AC0aNWa/gO/3Z+mpqZkt7Hl/r27ZAQn3Q5y2/M6N65eZOemNeTInZfoaCWrxvRn5Zh+NOs9jAKlyhPg+yFD6qNGjZoMJ0YUxc+AQhAEhSiKZ4BEwyEFQbAGEEXxOGBHfIBgMJBfFMUTKS1IHSxQo+YPIl60qTJnLlzhlbcvw0eO5sjhg3Tr3IEtm9azZ+cWWtSvRqmyFdDW1iZzFtMkvY9RkZFoa+v8EUON1aj5ypPHjxg02BmPkyc45naETl26smX7Llz3HqBX77506NQ5UfoKFSvRsGGKhHp/ygn347z39qZ6zVpER0djZJS8S4iVlRW58+Tl8KGDkutDQkI4fOggTt17oFAoMDIywsrKCkEQ8DhzASsrK3r36Ib78WPcuH6dju1aA3D6lMeX8o3x+WKfWsyxOAYGBrju3oXzoAHkyJmTnbv3YmlpRb36DRgzagSBgYFpchwuX7qIwZde+38TY2NjTp65gLa2doq3USgU3L93B7v8+TEwMMSpQyuU0dG8evEciB9xFRERwWiXQYwZNpgiRR1p1rIN46fO4t7z90yfs0ByFMn/I47FS+B1yzPV2+nq6hISEpIONUof+g0YjIaGBocO7GPP7p2EhYVxwt2NevUboqOjQ2BgvBaYhoYG2W1sf5qflta3ufcf3r9n6OABidZramoipFBU9XcpXrocMdFKnEdPRktbG5PMpizfsJusuewoW6cpK0f3JUapxH3balRpPJ1JjZq/FSGDfhlEkCAIhsB5YJsgCIuBH+eXrRcE4aogCLOAcsADURTviKIoLUYngzpYoEbNH4qBgQH1GzZmp+sB7jx4yoMnr4D4ocQWltay22XOYkpEeBjh4WEZVVUArl29wr27GdOroubvw7F4Sc6fO0O/AQMxMDBk7x5X8trZ0bhBXSwsLTmwfx9TJo0H4kX4TExM+PjRhyOHD/122Y8fPUKpVNKseYsUN1DDQkN59uwpAF07dWCP6+6EdZ8+fuThg/uS22X+IsC3ftMWGjVuQrny5dm99wAAVy5f4panJ8VLlKD5FxeHNm3boaenR8NGjZk2c3ZCPgvnzUGpVJI/v/1Pgxsp5eWLF7x7m0T7KEPx9fVlwbw5CccpNZSvWJkJk2fQtEUrDA0N8XB3Y8aU8TSuU5WShfKS39acF8+ecuzMZbr06E3Dpi0oV6ESOjryorv/j5QrX4ETJ46jVKb8e/He3buEhIRQwMEhHWuWtigUCkzNzNDW1ub+/bvExMQQ8DmAchUqEh4ezuwZ0yhepABjRg6jRcvWqbJDNTQyokGjJomWff7sj5mptJBgWmNqZsHE2UtYs3QekRER2ObKjbaODp1GzaDjyOk07jmEF/duEej7kQ3ThjHOpR9H9u3KkLqpUaMmQ2gCRBI/xeA48AJo+H0CURTrAVWBs0Az4KogCPsEQeglCMLPI6RfSNYNwb6wo7h23+kky410pR0X5dwFkhN7CI6Qnt+ljJWOhAZHS6cPj5EW63ngGy65HMDRWvoDzFJPejikroxLgpwyv5zTA8g7Lsi5GMip6/qGSAvYBCrlxe3kVFK1ZCLijz9LNzoDI6TPkW1m+Y/xHMb6ksstDaSPuZxTgZwDhWYybgj6MsdcXyeVPfCyarWpjyfK3X9yrg6v3n3AqX0rTEwys2nn3oQ5vl7vvvU8Xjt3kiWTh7Px+HW0tLUpl9tUMi+5+1JO6VjOXUBfW5M1/6xgzqzpiKLI+IlT6eLUndMeJ/F+/552HTsn2Ubu3pBT4FfKOHVk0pd3f5UTnpZ1s5A5HnIuGsk911J9KchcU3L3vbxTgXzZcvdSrEwZsmrKyaAtc1/qaWtw/fo1mjWuz02v+0SEh2OcKRMWFuZcuXyZUqVL06h+HYaNGEWNmrXo0K413br35NHDB9y9c4cFi5fi/e4dllZWzJ09kynTZnDL05NSpUsne9/FxcVx4/p1ypYrl+p9+Z7Xr19z+eIF2nfsxOtXr8iZ69ft+lKKSqVCoVCweOECPnx4z7QZsxL1bP4KTx4/Jl/+/Okm5BcXF8eTx48p4OBAuzYtcRk2klKlSyesF8V48dadO7bRo2fvhOVy7/twZdLlUVFRjHEZSK2GLTnr4UZ4WBjN23Yik0lm7PI7YKirKbl/BjLPeR1NBbGxsZzyOImpqSklS8XXN7mrX1ZoXGaFXF5yDiXJGzGk7tzJ5dWiaSOqVK3OoCHOKcqnV3cncue1S9YaOKWkplH+Fbl3otzx8A+ND4S0alSToSPHU65iFaKioihX1A7XY+fR0tYiJCiIOFUcrts24rptIx269mDS9HlJ8jLWS/yeuXPbixPuxxg6/NuxEEWRrKaGvPD2S7BX/ZFUK90j724T88V5YPqksezathmvx6/R0NDA9zv3qqDAz+zcuJo1S+bQos8wjmxexcT1+8mWyy4hTVlb6e8DgDiZd4Pc9+vdD8GSy+X2L6uR/EgfEwPpZ53ce13KiQfk2yuRMfKjLeScFeS+z+WuTfnnhGzRst9Zcu98ubzknqmB4fKaGkVsjP7zbgh1Jv+ejWpK2dnFMcOPpSAI9oCLKIo9f5IuF1APqAtYiaJYOrn0oB5ZoEbNX4WFhSUHjp0iOiaaSWNHoJJ4c758/IDKdRqjlYohvr+K97u3tGvdnOVLFrFi1TqyZDElNDQE73fv6NS+FeNGD8PP1zfd66Hmz6dUqdI0btKMvr27kyt37gSf91KlS7N54wb2HTxCjZq1ANi2Yzc1ataiSbMWjBg1huvXrrJl80ZMTEwoWsyRmJgYZk6f8tPh+d7v3rFqxbJfapx8RRRF1q5exbNnT4mNjaVr5w4UKWjPp0+ffjnPlKD4ErwVBIEsWbKkiXCaja0tixbOT7USfkrxunULF+dBAEyYOCVRoEClUjF0yECUSmWiQEFquHfHC3/fTyxYvoZzp45xeO9O6jRsRskyFbDLH9/jnZpAyPv33uxx3UW92tUZO2o4Hdu3/qV6/Y1MmzGbeXNmpvg6vnbtCg3SaFpQRmJpZY3njWsolUrKFsmLhZU12WxssbC0Jm/+AuQvUIhx0+ax++AJjh7Yl6xrwtrVK3n29AnZs9tQukxicczgoCAUCoVsoCC9GD1hKqcu3WTahNHksjTm4pkT3L55jciIcEwym9J7yCg6dO/Hm6cPqNGyIxeP7s3Q+qlRoyZtEQShiCAIJwRBuC8IwjRBECwFQdgLeAAPf7KtMRAM7AS6AhVTUqY6WKBGzV+GlpYWq9ZtwcvzJn26deTh/XuJ1j++60kW8/QR71KpVKxatphli+axYM4MalUqQ9GixVi9fjM9u3fm7ds31K3fEPfjRwkPD6dx0xaUKlaAIva5Wb9mVbrUSc3fgSAIzJm3kKDAQCxNjZk7eyaenjdRKBS8ePFcspFnY2NDXjs7qteoyfSZsxEEIWHY/t4Dh5MNRImiSOYsWdi4Zdsv96SHh4cjCAJGRkaMmzAJTU1Nzpy/xJFj7piZpe9w47i4OA4e2M+gIc6MHD02TRohOjo6KKOiEgIRaU3JUqU4duIUEC/i6PedGJ4oipQvX/GXph985cmjh9y5HS/MZ2ZuSXS0kmdPkv02SuDTx4+cOumOU6e2VCxdjOKF8lG5bHFcd+2kVeu2/LN2A5kymfxy3f42Cjg40L1nb3o4JR35JYUoiij+Qh2cgUNHsWrJfHR0dChXsQrN2nSUTOdYsjQFCxdh9/ZNsnlZWVmjqaWFqZkZVap+ExB+/eoljevVpE37Tmle/x9xdzvChXNnEv6OF560JGfuPCiVStYvX8DQXu05vHcH0Uolk4b3x3Xreq6dPIKAwCPPK+leRzVq/kQEQCFkzC+dWQNsB1oAfsAt4CWQVxTFhZL7Lgi9BUH4BNwFPL/8boqimCKPdXWwQI2avxBTMzP2HHbnwF5XZk6bSGR4GN3rlyM2Joagz/7EpXHP4etXL6lRsRTWJrrMnz0NP19f3nu/46D7aTp37c7Avr2wtLQiPCyMKuVLccrjJOs2bmX+4uVc93rI1p17+WfFUqZNGpeqcuPi4ggPCyM0JJjAgM+8f/eWnVvWs2Xdqt/qLVbz72BkZMTZC1e4dech+/ftoWnD+rx//57pM2cnq4Yvxbu3bxk2dLDk6BqIFxPs1cMpyXI/Pz9mz5wOwMzpUznlcRKVSkWfnt1RqVSMcHFm4fx5XLl8mUrlSvP61StGjh6bIBgqCAId2rbmxfPnqdz71BEaGorHCXeio6OpWqk83t7eP98oBXlu2byRQf37pkENpRk6ZBDbtmxGT08voZc2MjKSq1eu0KRZ898KVLRs2wH7Ag50aNGAUuUq0nfwSLauW8G924nF+qKionj96gVXLp1nzYrFNKxZgXIlCzNv9nQqVa5K3QaN6NazD49fvmfXnv306tOPD+/fY2ub47f2/W9j7PiJPH36hNteXj9NK4piuk1fSU8e3LtD3vz2zJg0hgtnPGjUTH70yJAR41g8dwYfvnPYiI6OZu7sGcTFxfHg/j1Oe3wTEI+NjWXjutXUqVaRTl27MX/x8nTdl/DwcJwH9mHLxnVJ1hkYGNK0ZRvGTF9AtFLJxdMn6de5OZ7XLmGTI37alPuOdbx7/lj97lSj5u9GRxTFjaIoPhFFcTGgAkaJoig/LAqGAQVFUcwpimKuL7/cKS1QfsKvGjVq/mh0dXWxss6KlZU1egaGzNm4H00tLWxy58V13TIad+iOvsHvK58HBwVRv2ZlnIePpluvvok+GH19P5E1WzY8zl1i1owpPHxwn+u37ifYS8XEqb4IMlpy0M0Dx4J5ef78GYKgICDgM74fP6Kto82iFWsoXCTe8eWE22F6d22HhqYm0UplosagcSYTHAoX5erFczRt3R4Tgyy/vX9qMh4bW1vOXbzK6JHDmDR+LOs2bk51Hjly5qRPvwF4nDxB7Tp1E5YfOniAKlWrUblKVcqWK59kO1EUMf0iQtaseUuymJoSFxdH7br1UCqV9B80BA0NDebPnc22Xa6S+gSnzqZOyT+1eN68Sbbs2Vm6In40zqYt28mWLdsv5xcSEsK+Pa507dYdjzMXuHjhfJLGnyiKhIWF/bKYokqlIjo6mslTp6Orq4uWlha3POMb8UZGRmzdvJEiRYv9tu6CTY5cjJ08k1FDB7FxzzGy2+akv1Nreg0cRkhwENcvnePenVuYmZljlTU7efLmY/iYSdSuVTNB40WKz5/9/++EEDU1NenUuSubNq6nmONS2XQBAQFER0f/lcEC96OHaNqyLb4ffShdviJZzMxl0xYrXpLufQbSuE5lSpUuR648djiPHIeGQoO4uDg6dnZKaGif8jjBmBHDMDUzZff+IxR1LJ7u+7J6xVK0tbW5eztpcCcmJoYrF89z6sRxYmJiOH/qGACVa9YlNiaGp4/uU79Tbxo7Dfgrz6MaNb+NIPxXrn1dQRAc+Wa8EAYUEb7snCiKUr64L4CIXy1QPbJAjZq/FEEQKFWmHCVKlubRnZv4fYy3Yhs2YymV6jZmpksvYqJTNMIoWW5cv0oBh4J0790vyYO2b/fOPHwQL1jnumsHAM+/KMj/iJW1NdtdD9CkWUvqN2rCQOfh/LNxK30GDKF143p0btuC0UMH4DKwN+Onzebus/e88Y9g8+6DaGlp4TJmMiHBQRQq4ohCocAgDQIhav49tLS0GOzswvFjRxMald/z5PHjhOXRMtdxJhMTrKysiYuLo0un9gDcu3uHVy9fUtghH7OmT02UPjo6GnNzc7r1iNf/sS9QAAsLC7S0tGjeoiV6enpYWVnhPKg/CxYtQUtTS7Ls2TOn8zYdXQXOnTvDk8ePAHj96hXZsmdn3tzZvHr58pfyCw4OJig4CABra2tatW7D4UMHuXD+XEKa3bt2Mmq4CyEhIVy+dOmneU4YN4aVy5cl/O129AiDB/TDyMgoISBw7+4dTnmc5LO/PytXr8UwDWwbtbW1cShUhC37TxAXG0u9Ji2ZOm8Fzx4/JCI8nIFDR3Ln6Xsu337KPrfTzF2yiirVayUKFOzdvRO3I4ldNpYtWYRT92R1of6TdOzUBdddO2Q1Mc6eOU3+PDkwyWRC5sx/X3BWU1uLoMAAbt24RkuZKQjf03eQC1tdj1C7QWOuXDxLx5YN6dCpC9ra2mTLnp3sNjZsWLeagX16Mm7SVA4dO5UhgQLPG9eYMWU8773f0Xfg4CTry1eqTPc+A3DqO4RiJeP1FKyz2ZArT36q1KoPQJC/H1ra/18BMTVq/oP4AAuA+V9+H7/7O6lCazyjgcuCIPwjCMKSr7+UFqh2Q5BA7YaQGLUbwg/8i24IP6qDHz64j8F9exAWGgrAllNeWFhnIzYmhpnDexMeGsKRQ4ckewsjIyI4f/YM2W1sKFyk6LflP7ghzJ05FaVSyZiJU3/MAlEU0dPSYOL40Xz296dK1eosnD+HqzfvAN8Um3/kx3vjw3tvPG9e58Xz59Rr1JRcufMmWj9p7Ej2795GwGd/cuTMTafufenaq7/aDSEVZf/bbghSCALs2rmDkcOcGTl6HH37f/Mt371rJ3p6epQoWYoWTRpy8eqNhKkAX3E7eoTo6GgaN2nKvr17aNnq2xDj8PBwDAwMePzoEfv37WH02PHY2+XimPspKlcow6t3PrI9zSdPuFOzVm0mjBtD6TJladQ4sUXaMbejFHMsjrW1vIXprxIdHZ0wakEURdq0as74CZPx8fmAvoEBFStWSlV+jx4+xDZHDgwMDBItv3zpEhoaGpQpWxaVSoXwpdflwf37bN60gVlz5vH61Sty5c7N58+fyZw5MwqFgvPnzqJQKHAsXgJtbW0ePXzIlcuX6NWnL+Hh4UkCAkePHObhwwcMHzEq1crdUm4IX7n/8AnDB3Rj5+Ezie5dIz3pkQvfuyHcu3MbLW1t7As4oKOpwPvdOyqULcGrdx8Tpkn8190QvqdS+TJMnDyVmrVqJ1oeHR1N6RJFmTJtJiVLlaaHUxfmLlxC/vz2qarDj2SkG8LQ/j0QBAWH9u3i1uN3aOoZSKbX1076LIiLi2NAj06YmmZmyfJ/ANiyaT0zp07myInT5MiZ4lG8wK+7ITx78pjyJQsDsGv/UarXrC35br1724s2Teux+eApTh87zJXzp1mycTdRkRGcu32fO5fOYFekOIXLVknYRu2GkBS1G8J/E9PcBcX6UzPGDWFrx2J/1LEUBOE6cBG4R/y0BQBEUZQXafmOZKchfApVsvBC0p4Mq8zSDT6VTONYrpEG8h/iV574SS63ziJd9qegSMnlhXPIR8J33PKRXG5uLN1wtbeQfrBdeSX9gNTXkT+8oZHSN2z5PJkklxvJHEMzPekosZ6m/DH/GC4dYHjwSXqEyrtA6WNrm0X6eHi9lw/QyDV+THSkAwxaMg2cEJnjl9xLNzJa+phExUifJ21N6cx0ZI6tQiH/BtCQqZhc0EPOLunHj6yGjZtRplwFevXpjYGhMX2bVaNincZ0HzaRPA7F8P3wjkYN6rNs8z709OLvnaioSC6ePsHGFfPR1tHB6+Y1jIwzUaFyNQY4jyRPgSIJ+W/b8A8b16+hv8tYIn74cPdwP4qxcSYqVqpM5ep1GTqgJ7nzFSCffcGE85PZQPq8/thgt8udA7vcOWRtG/uNmEK/EVNQRkWxevEsli+aTclKNSnskF8yPYChzEdCVLT0S1fu+SX3bS53TkE+8CBzutGUCdRFywVbZO4jAB2Zjya5jwq5gI7cNSjXwAGIFaTzCldK52Woq0mbtu0oW7YctWpUwTprVjQ0NLjtdYvxEycnpDvq7pEkUACQN68dvr6fUCgUiQIFQELjOHOWLJQpG2+d+OjpSwRB4J+1G/Dz85Nt7JcsVRpRFJk6fSZKpTJhyP7TJ0+4eOF8wsiE9KBr5w706NmbnDlz0bd3Dw4cdkNPT4/CRYr8dNuvzwdBEBKCDlu3bKJGzVpUr1EzUdoiRYsmHKPuXTvTqk1b6jdoSMFChZg9dz7Pnz3DefAADru5M37saCpXqUqr1m1w6tyRdRs3Y2BggCiCrq4edvnyAwIGBoaI4rd6iKLI/Lmz8ThzAZVKRCnzwSsXWJezTAUo4+jAkWMnMDTU4aOPD1m/TNOQC+J9v9jAQI98Xxq8InD27GkqVamGoFAkPJnkrv/k1sndY3Lp5Ro4yQee5YKdMqllDuH3gfXmLVuxb48rNWvVTtRY8fb25vWrV+S3L8AxtyO8f+9N3ZpVWLdhK9W/OJeAvN2uXGBW7jtA9hmM/DGRs8SMiI5DFEWuX73M4jVbOX/Wg62bN1ChYmUKfpny9j2ZJRunWrx9/YKePWehiotl6qTx7Nq5ncPHTmKXN6/ss1OuYRcaKd2plcVQvoPl4vmzNGsQf6xnzVtEjS8BHangr6WFGTo6Oty/eYWta5ezZa8bZpmMIJMRZnnhyiQXju1YSz7HsjhNXoKWtg7b77yXLVvuHVfJRvq7+kmAdMeSvan0iKIDjz/Klm1lJB0sKGgq/Y38IVz6+9VcpvPPSuY7H+TfoQYSASWQDxaEyHSGJvdsiZJ55gVFSncAygXoPT8GSS5/6Cv9Pa/mP0+sKIpDf3Vj9TQENWr+cszNLRi9YB2Dpizkn6OXiQgLYfnUkeR1KEKNpm357O9LtaI5mT7Wmc2rl9K0anFct6ylWev2WFhaUa5iFabOWUSFytXo0qYxJ9wOIooi86aNY8emNSxes52W7bokKfeD9zssrbISHBxEmfIVyWOXn5VLFtCuc1JRubRCR1eXgSMnUaFqba5dPJtu5ajJWHLkzMm2Ha4M6t+HAg4Fad2mXaL1Ph8+sGpFUvGwfPnzU7xEST5+lP/otLS0TGgof21wPHr0MFknhVrVKuPjEx9M7tq5A1634qcA6ujqYmRsnLqdSyXrN26hUuUq5M6Thy3bd8U7P+xxlZ2K8T3jx45m6eJFAJQpWYyAgACmzZiVJFAA0LxJQ96+eYOfnx8rV6+lWvUaidbntbPjsJs7AHPnL6R2nbpoaGhw6uwFqlb7pgRvly9fkm2/IggCLVu14drV9FFgNzY25sK5M0yeMAYAL8+bhIVJN1i+4vvpE84D+yeyj9zrupu69eqnSx3/Bpo3b8nhQwcIDv7W8TFn5nSqVipHXrt8+Pv7cdLdHZfho9i8dRc9u3dO5HTxp/Ly2RNiY2KwL1iEngNceHj/Dp1aNST8J9fI98TFxfHy5Qvq167O3Tt3uHjVk3z55YPUacnNG9cSAgUTps6ke+9+yaa3sc3BP5tdmTFhJJ269cYufwEAzp1yZ9GAdgR8fE+PaSvw837Duyf3073+atT8aXwdQZfevz+QM4Ig9BIEwVoQhCxffyndWB0sUKPmP4SxSRYKlijL3esXiY2NQRUXy/JN+5mxZB3KqEjevXnJrKUbGDV1Pu5HD2BpZU2bDl2ZMXEMpmbmrN++n5kTRlAkZ2ZuXLnAln3uFCtRWlLBvHP3PigUCjq2ivfe3rzrAF6P31ChUtV038+CRYuzauF0WtaryukTbulenpr0p1Tp0lSoVJmbN66T3z7xMGfbHDkwMjJij+tuAgMDE6075XGS+XNnp6osl2EjKFK0qOz6m7fvJQgKLlm2koKFChEZGYmhoSGtWrdJVVkpRRRF+vbqwefPnxPm/FtYWKBSqfC8eeOnjbPjx9wYNWYcAwbFz2c+efo8WbJkkf1w2bbTleDgYBrUrUVERAR6evJDgg0MDMiSJf67QkrwUYrY2FgePnxA4SJFsbS0StE2v0KVajX4Z138SMpN69fy4b03vp8+cfbMqSRpfT58wNzCgiPuHglTUJ4+eYKXlyctWqXPef0byJEzJ63atKNR/ToEBwfz6OFDVixfyqmzF7l+6w4lS5Xm3NnT1KhZm0pVqtKuQydGD//lTqoM48FdL7La5CA8LJSO3fowe8kaylaojOuOlAuqTpsxm2HOg6hbvwH7Dh3F3FxeIDEtCQkJoXbVCgAcPXmWQc7DUtQIKVysBEvXbmPPjs3Mmz6Rq5fOM2PiKIpWrs3AxVvI51gW2wJFeP/iSXrvgho1av4c2vNFt4DvrBNTurE6WKBGzX+Mmk3bUq56PSb368CITo1o16ASh/Zso3WnHoydvpCgoACa1yhJ5Wq1GD9tLk1btWPIiLH0qxjvLAAAIABJREFU69aerNltGDR8PBfvvmb7odNkziI/nxHAJkdOdh84nkF79o0mrTqxZL0rtrlyM2xAT5zaNuX1yxcZXg81aUuhQoW5I6H0raWlRfuOnXj79g3+fn4JIwlCQkLInDkzY8dPTFU5586eYdSIYbLr37x+zfixowF4++YNsbGx+Pn50bRR+vU+C4JAqzZtkzRGFAoFM2bNwdjYWH5OvChy/JgbAQEBCYE9MzOzZMszNzenSNGi1KhZi6ioKOLi5Ofw/gr3799j4fy5VKhYKcUBht9l0fJV5Mtvj4/PB7y+iGPu2rGVwMBAfHw+4DyoHzdvXE/U6Fq1Yildu/VItXXnf435CxdTslRpGtatRfeunRjs7EKevPHaMffu3sE6azYsreKDPqPGTMDDw50XL9LXPvR3CQsL5ebVi3RoWosA//hgW5ce/XDdnvJgQa06dXnl/QmX4aN+y/Yztfj5fqKAQyFevvenTLkKKdrm7h0vurRqyBiXfjiPmsixw/uYPn44bTp2o0qLzuQq6IhCQ4OsufPh81IdLFDz/4UAKISM+WXI/gjCXkEQGgiC8NMH03d2ibl+xTpRHSxQo+Y/hraOLn3GzmSd+w0W7DzOHo9rFHYsxZjBPahVKh+GhkboGxhSqVrNhB7MPHb5sctfAG1tbQSFQKZMJpJzxKVw3bmVE26H03OXkiAIAlltcjB1zhIueD2lbIVKtGtSSx0w+Mtp2aoNWzdv5OWLxOdxhIszhw8dZKjLcAyNjGjSoC4qlYpLly5y+dJFTExMUlVOqdJl6NK1m+x6XT29hKH2K5cvxc/XF1tbWy5cvpb6nUoBwcHBLF64gGrVa8haMnbp2I4rly8TExODr68v3t7eKJVKihctiFKpZNGSZdja2qa67Jmz55I1a1YG9O3N8WNpN0pHFRf3S/VJC4oWc8R52AgAPrz/QGhICP16dadTl26UKl0mIZ2fry+uu3bQ6yfDu/8fEASB+QsXU69+Azp3dWLI0G/BNH19g0TOOoaGhnTv0ZslC+WEt/8Mqn1xAShTvjJObRoSHBSIY8nSvHr5jIhweW2lH/k6qiYjyZPXjks3bmOcSXqO/o+IosjA3t2pXKM2p689ICIiDOus2Vm1yZVufQai+O59bpUjL5/e/pqziho1av4YVhI/YuCZIAizBEGQVZ4VBEFDEITGgiAMEgRh6NdfSgtKVuBQjRo1fy8WWW3if8b6OPV1xtzCionD+rJ/5yYiwsO4fOEsxYqXAqBU2QpoammxYuFcDDKZEBMTk2I/9KKOJbDO+s0DPjo6mrjYWPT0pcVI04Jnj++zYeVC1m7ZBUDvgS4YZzKhc6sGeFy5K9vgUvNnk9/enklTplOvTg127t6HY/F4S7KpM2YliPFZW1tzzfM2jerX4cWLF5w+dzFVZTx88AClUpmQtxSmpqaUKx/fm7d2Q/wQ96CgIPa67qZ7z16/smvJ8nUagNww48+fP9OoSVNWrVyGt3cTAgMC0NTUpHvPXhw4fCxNesVnzpmHjo4OUVFRaZJfdhtb6tZrQFxcHI8fP6JgwUK/neev0KN3X3R0dNi8fXcSp4blSxbRsnVbrLNm/Vfq9qchCAJjJEbp2ObIwbt3b1GpVAm96y1bt6VFkwYZXcVUYZ0tO14v/NDV02P25NH0d2rL7kMncChYhP2u2+nQ9b9jlXnqpDtRSiVvXj6neD5r9PT0adPRicY1y+F27gaggUql4tzeTeQsUIzATx/+7SqrUZPh/KF6Ar+EKIoegIcgCJmAdsBJQRDeAWuAraIofq+weRiI4gc3hJSSbLAgODgCt8NJh4QaZZYWeAp9mNQrGwDTbNLLAev8eSWXR4TKKPMbSTdAfM5I94jYj5PvMZBTrJVTbA6QUbJ1sJZWerUzlZ8DaqUvv04KXRlXgEz60g265JwY8iN9/irkTJ01i4lM2cnZXcndp+FR0sc2tbaGT/1DZdcZySjZZs0kfS6CI6R3XM6CLrkRinIK3T5B0s4UVz8ESi6/9kpa4bZcbvmeVQOt+P2u1LAVi61tuHTqGHPW7eFtZgfmnf/Wu1B++CoOzx6ETdm6+F54nSSfIRWkhxKXLVOaO163GOMygG279zNj4gTy2OWjc9fuPH32nJy5ko50Sq2K9I+WmLq6OvQc4ILbk2/CdpnKNCAkfDIT5i+mQuO2mMvYdGbSlr5ufSOkz4W1gfT1kZw16utg6eeXpaG0e0k2mTLkVJnlrJ0A9OJkbFllFJvlnBVS6w4BECl378tsYyjxnKrbohM6uno0bVyfqlVrEBAYwPKVazAwNE503UyePotChYsgCAIxcSpZC7Uf3Rs+ffrE69evKOroKLsf48aOIr99Abp07caEsaMZPHQYiCIBgQGS6VNjpSeKIggCTRrUZdLU6URGRqKrq0v3Xn1k8wkJDiEqSsnGzdsTfeyIImS3sZG120pNXQ0MjXn39i0d2rbgzIWrKR5ZJEWcKGJiaoaJqRlXrl1h++ZNLFq+io/B0veY3PVsrCf/HpPb5serYMWSBZibW9DeqVcipfHAgAA2rFuDx4XrSZxeJDP6DrnpIHKuJnLvBrlniErOwgCk64r88ZArW86RQMq9SkNLFyMjY954v8fSKt5B5MMnXyytsxIRHYv3Z2mFdTm3H7l3aGD4z0U8f+RRYIjk8kb2XwJAXxx5Zs2eR6ki+bh58yZT56+ka+v6+Ph8pGylqpQoXZ5DD+QbzzXtLCWXyz0j5e5HY5lvphNPEgu0Prh5GfedGyhYqgKN23eX3KZszsRTBH18PvLy+TPsHQpz2esJBgaGnPFw59wpd6wsLXHUj2XxjLHs27SK6vWaYmxggKOFCRtvy7shyBEUJS0OGxolfW0evfNJcvnbt9JOYgCWltIWlwEBTyWXK2TGfr97IS1+W9Axh2zZVqbSZWeReX/nMpMOroYrZdoYybgZ6cu884Nk2h9v/aVHyDx58VlyufdLaRc4NX8ngiCYAh2BToAXsA2oCHQBqn6XNLsoij+3VJJBPQ1BjZr/IwqXKEufEZMpWaFqknV6RiZU6zuZW9sXooqTfjHJ5lu0GHMWLgVg6sy5dO3Wk3t3bjNh7Mi0qHYSAj/78+TRvSTL63QewM2Th1gzpg/KSLVF0N9K2/Yd8br3BIdChbh5/So3rl9NkiZr1myMH5P666tqtep0dZL+AP/KpCnTE6YpFHAoiK6uLubm5gxxdiE6OhqlUklERAQxMfKe1VKoVCpaNG2Ev78/azZspphjcQIDAhKp0P9IQEAAllZW9OnbP917RWxsbXE7cQYNjfheyLSgdJlyLFq+iru3vXj1XPpDPz2Ijo7m48ePjBw9jh69+iRZv2DODBo2bY6NrXyjQc03SpQqzcF9exL+vn71MrnzSHf2/IkoFApGjp3EoO7t8Dh+mCEjJxEY8Jmxzn2YO2WMbAAoowkPDWb5uEE4lCyH+64N7F23NEXbtWzbgZ373Vixbitm5hbo6esTExONmblFwijBCx5utHHqh8fRfdRp0vonOapRo+ZPRhCEfcAFQB9oJIpiY1EUd4miOBD4sRf7mCAItX+1LHWwQI0aNQlkzpYLXRMzQnxep2o7hUJBtmzZEy0r6licTdt2c/a0B6NHxE+Nchncn3NnT/9WQ2TpnCkICgXN2ya1c6zSojODl25H3ygT0/u04dldTyLCQlFGRuJ57iSn923j9CFXfH28f7l8NRmDsbExLsNHceT4KVycB7Jk0fxEInx6+voUc4yfSvDhfcp7x1q3aMqL58kLs2lra7N18yamTpqIl5cnDevWIpulKSaGupiZGGKe2YjsVmbY5bLhlqfMiLofeP3qFdHR0YwaMw4zMzMsLCwQBIEGjRrLWg8CrF+7mo3r16Z4/34XQ0ND5s6ewaoVy9I033t37/D2zas0zTM5TrofZ/aMqWhqaiYRpnvy+CF7d21n1PjJGVafv52JU2eyaO5M5s2cSpO61dm2aQO9+g38t6uVKlq360jL9l25cuEMjqXKMn7GAnYeOcuRA7uZ3rsNoUHSI/oyirjYWNZMG0XxyrWo27Ybwxdt4NCWf1BG/TzwrampSeVqNRIFFOs0aMKDe3dY/89ylFGRNG7TmQB/X4qVKk+dxq3Sc1fUqPkjETLol0EsE0XRQRTFmaIoJhoyIopiyR/SXgX2C4IQKQhCiCAIoYIgSA/LkkAdLFCjRk0CcbExKBQaRATKe9CnBkEQKFqsOP0HOQMwcIgL2bJlp2blMj/ZUp5qtRvgWLKs7HoNTS06jZuPKi6OVROH0r92cZwq2LFn5Vye37vF1TPHGdKmNh2qFGL5tJHcvX6JuNjUjaRQk3EULebIiVMXOO52lBpVKvD40UMA9PX1adm6LW9ev8apU/sUB6AmTZlOrtzSIsCiKHL92lUG9e/D8KGDOXniOOZm5kydMYtbdx8SFhVLSEQ0IRHRBIREsGT5Kpo2qsflSz/XTVi/bjUn3Y9Tuoz8tSvFsBGj6Ns/Yxtl3Xv2oWfvvty57cW7t2/TJM8OnbtSuXptQoKlp1KlFaIo8vjRIxo0asz8RUl7ZUVRZNxIF5xHjMHMLGNs8P4L2BdwYNjo8YSFhTFo6AjOXfOicFH5qTwZRVxsLBFhISm+/8tXrk5oSDBZTM3o0rIexplM6NFvKDZ2BZjZrz1hIel7fcqhjIxkvksPIsND6eg8HgDLbDlwKF6GXnVLsmHeJF49vp+qERC6urps3+fG5QtnaVWjOFfOnsAksykrth/F1Fx6aoUaNWr+bARBaC4IQnPA5Ov/v//JbDYfKAfoi6JoLIqikSiK0nPSJVALHKpRoyaBqJAgwj/7YFXw1xvzP5I5SxYyJ3i0xzfS9hz8dbvFgkWLM6RHO2o1aMpbpYJC5asnSSMIAoPn/IOBcSZ09Q0I9P1IZgsrFAoFmbS1UEZFMmdEXzJlNmXtvEkEffajx+RF2BdPXUNOTcaQO08ejrqfYsO61dSvXZ0Vq9dRt168uFqOnDlxO3k6Se+xKIr4fvrEyxfP8PP1RaVSUbxESRwKFuTA/n1UqVYtwUVBFEUO7t/H5AnjEEWRDp27cMPrHtltbBLyk9IdadykKXFxcQwZ2I9rnneSnSYwZdrMVO93bGws7Vq3YPuuPSkWHP0d3rx5jfsxN3r16cfz58845nYEe/sCZMuePU1s4wZ1a0el6rVp3UneieJ3efH8OePHjmL33gOSdT64z5VPH33o2qN3utXhv0q3Xn3/7Sok4fD6JRzdsAwBARMLK8yss2NqnR2/6pVx6tEnyT357u0rrLPZYGSciX7Oo9DQ0KBzz/4U8glgw6yxrJ8+mkGzV2boPrx4cJuFw3thk7cAwxduQPPLva7Q0GDkgnX4vH3F6UO7mD6oCxXrNKarS8qtYh0KFWHtVldOX7yO277tdB+UPlMD1aj50xEEef2wv4xGyawTgX0Sy58B98VfnG+lDhaoUaMmAYMs5ugaZyHE5zUm2fKkef6iKDJ/zkwGDh3xy3kIgkDfoWP45PMecx1pS6uNk4fQxXks+oZGAJhaJVY719TSZtziDQiCQMf+I/C8dIZ5o/vTyGkANVp3/U8p5v5XEAQBpx69cChUmE7tWtGjV1/6DxqCgYEBTp3asWDRcszMzbl4/hyr/1nBqZPuaOvokDevHVZW1qhUKlyGDkKhUBARHk6TZs1p1LgpT548Zv/ePURGRLBgyTKqVqueqvPftFlzpk+ZxJHDh2jUuEmS9Uqlkr69utPFqTtVqlZL1T5ramrSt//AFPcmennd4vnTp7Rq05ZTHiepVLlKEmeQ2NhY/P38sLSyYtH8ufTuN4DDB/cDAtWq10RXN17E68TxYxQo4MCZ0x4IgkCTZi1SVffvUSqVaGtr4zJuKkaZTGhTvwq73M79cn5fEUUR50H9mThlOo8ePmDt6lVs2LSV3XsPSJ7DVy+eM2a4M9tcD2ZI8EVN+mNqmZV8jmUYvGADwZ998f/wDn8fb7ZuWoe/nx8jxkxIlL5kmYrMmjiKF88eU6ZClYTlgiDQ0Xk8I1vX5O6VcxQpV+XHotIcURSZNXUi69evpULdplRu1CohUPA9BsaZuHneg8iIsIR3WmrJ51CYfA6pD1iqUaPmz0IURadf2MwHOCsIwjFA+V1eC1KycbLBAj19HQqWSipgUyK/hWT6qNoFpPORUNf9ioHMOnMD6aqVzy7dONDoV15yeXJq+nLq2ZHR0oquWQyl7di0NKXz0ZFR/AWQEYNPQ5L7uJSur66W9LHSklFRl8NIV/6ykuucyqQn/eEm95GsL+NsIOcOAfLnVVNGRVdPxn1PQ6YhkZwLBAo59Ww5BXfpbGxNpRX+bTPJW50Zyhyrve6PJJdnzpqDmM/eGOVNbNlqIOOwESrjZAHw8Qe3h9iYGD4FheMdKK2KLndPfr33RFHE+90btq1ZwsKVG1g4Zxr5dKIpV6lqovRWQ50xs7VBRyfpcdl+7yNru1ak47Kj6Bp+8bC2KErJoWs4vGo4N5/5kK/BNwG8dqWkbdV8QpWSywE836R4Khgg714i12hN7h7LnUVasdneVNq1RV9TOq/PUdL7F5XMwys6TvoeMNOTrlNwpPQzJ0zmmjI10sa+SEn2Hz/L1HGjKJQ/D52cepK/YFFWrliK664d6Orp0a1Hb+YtWoapmVmia0qlUuHt/Y7wsDBOuB9j2ZLF5M5rx9iJU6lYuSpaWlpEx4ooY5LuR3KOA9PnLqZH57aYWWYlj11+bly7wsXzZ/D388XtyEECAwKoWrNOghp/nIyKupT7RaGijhw5epT6DRtLbvN9vRQa2ig0tQkKjWDjhg0UKVGWSL9AtLS0EvzaD+7bg+f1a0ydNQ8NbR0+B4bgWKocQUGBGJhkoVWHrkTGxOHUuz8AFavWxMjIiFteXjgULMzHjz5cu3yJ5q3ayL4bfnQFGDl6OBUqVqZ2o+bExcXhWKIEXlfOUL5iFS5dOEulatK6S1+f86IoJrkXwkJDMTIyolr1Ghjo61O8eAlmzp5H/KEVkrg+REZG0r1zW4aNGodjiW/TOWNlhq9HyLwv4uslfd3GqaS3kbtlZB7/sk4FAOFK6XvjR9ePr8hdtzGx0ssfhkk/mwE8faSFOI11pY+HfRbphm2UzHPi7Gt5zYDsmaRfyPZVGnHp+EHWzxxL6xEzsc6SFetCZbAqWonVg9vwNFKT0o3aJ6QvlTUL9dt0YdOm9fQcPilheXBUDKBJmQatuHXlAjkcv31TfgiQ1gz43l3je16HhEku9wlL7PZwYNk0Xty+zirXE8TGxpLNNt5x6OP7dxgaGWNonImImDjE6Gjev3rOlFU7KViiLAqFAr8Q6eez3LvBWOYbq7mD9Pc8QGSs9HkKjpYWdvV4Iu0Wc/+OtEZQ3vxWsmVbm0k7EmQykn6X2JpJv98uyOSvTOZ77aaMQ0S5kjaSyx/5SOd17Y6084D3o2Q0c2ScUKzySXfe6Mmc18gIaWeRbLmsZYvOOPnZf4//Uj+QIAg6QAsgJ9+150VRnCKR/NWXn/aXX6pQaxaoUaMmATEuBp9HtzCxzpku+WtqadFj0CjZIFBsbCyeVy9y+vhh7nndACAkOP4DcuywgZw4dhgr62x07dUfhUJB7fqNyZXXLlEeC2dNJpNJZslAwVec1p75Fij4goF5Nop2Hs+zYxu5u23WH6OOrSYp2W1y8M+mHexzO01gYACe168SHBzMhi07uHzjNj379MPUzCzJdgqFAlvbHBRwKMjAIS4ccDvJgiUrqFaj1m/1NJevWJmJ02bTolEd7HNaMsJ5AJqaWhRwKMi5K7fYums/40a6EBoqb+0qR2BgAPfu3v5puumTxpM7rx31GzVBR0eHVeu3oK+vz/LF8zl3xoO4uDj6dOtEg0ZNmTprHgA9+wzAzNwcG9scFCxcVDJfY2NjBEFg9cplPLh/l8/+fkTHRON25BArlyev1B4VFUWr5o3p238wTZu3BEBDQ4PhYyZiZ5cfVVwc+3bvkJ1vrlKpiIuLo6iD3ZcpJS+4d+cOAKVLFMHf35+mzVqgo6ODnp4eVlbSjQ9RFBk+uB92+exx6pnUGUHN34uWjg5O01bh+/YFh5ZNS3huG2Y2o8us9ZzdtoKrB7Yk2sauYFHevpBuGukbGhORAboF14/t4f5FD2JjlCijolgxcxxue7bh98mH/VvX8OiOJ5ER4XSuXoT+zatSp0UH8jgUSZPpQGrUqPlPcBBoAsQC4d/9kiCK4mSpX0oLUj911KhR8w2FBtmLlufK5nnpVsS6pXPYtm655Dqf9285un8nmlqa6OkbEBIcSK+2DVGpVAweNoaadRqgpaWFY4nSAGSzsWXOlPFER3+LohcuVgJLK+nRAN9z9p/JxEYn7p1RaGqRs2orAp7fxu9BUrs+NX8WufPaMW3OIjbs2Mfs+YsoVrzEvzaFpE37Tjx968tb31Cu3X7EyLET6TtgCNmyZadeg0Y0bdGa4gXzcvTwwVTlmzt3HkaOmcDbN6+TrPN+95Y9u3cgiiK6enqSDYkJU2fSqGkL4uLiaNqi9S8HRZauXEuRoo4UKepI2/adKFW6LJUqV0GpVHLh/FkA9u91RaVScfDAPgb264Wuri4uw0fRw6kjb15/q7+ZmTk2OXKib2DA8jWbiIuLo03jWgQGfObTRx8++Xzg4f279O/TA43/sXee0VUUDRh+9vb03jsQEkIn9N6RphSpSvtAmgUUFBAUAQEBqQoqUqSLgkqV3nuT3kso6Z305N6734/QQnZD6Ar7nLMHMjs7M7t3Z3Z2duZ91Wr2HzmBq5sbo78awaeDBiCKIucuXsNZYkBIim/GjubSxQtMnTlbWWL0CqK3tOK9CfO4dvooS8Z8TGZa7qCck6cfvaYu48Cqxfz943hMdyyBg0qX58Lp45w8vC9fWlHXL+N65wv/8+LK8UOs+WECPcfPZtDPq/EtEsjYH5aQlpo7I63fkNFUqlWf6IhbZGdmMuP3LfT9fDyWVtJfzxUUFAqHIAgvZHtBeIui2EEUxYmiKE6+uz10vl89KpHCxFEGCxQUFO5hTo0n6sJxKnd6furrHbr3oX2X9yT3+fgVYdjXU6lV/w2KBYVgYWHF/D82o1KpcHX3QK3OO91VpVbTuVuvPOuyG77RgovnzzDs/a55rPbyHqfBq1QVzKb7U3rT4yOx8Qig5Nsf4V+3HbcOrHsGZ6ugkMvEKTNYuGwFn33yISm3H2+ZSlZWFt06tyczM3eK+Lyff2TB/DlkZGSQkZ5O+K2b3Lx5vcCvjjqdjjeaF6SL9Hi4uLpSqnQZZkz9lu9nTEUURXbv3klCfDxNm7Vg9NgJAFStVp3V6zfLOlAAaLVaxkycgYOjE7u3b2HtqpUEBpXg/Q8HAmBllTsledZPc5kzf9FjdcaWLVnEkkULWPTbn1haSi/jUvjvY2FjywffLUdvYcnU3q1IS4oHwNHDh97TlxN55Ty/fNadpIQ4HF3cGDbpR8Z+0ouYyLxTzh3cPEmIKrwV6+NgNpm4euoIv4x8n64jp+MRUByNLndavTEnh3bd++Hidn+a+Mxxn9Op/2DcvHyfS3kUFBT+0+wTBKH0I+L0EgThkwK2QUDHR2WkDBYoKCgAYMpIJmnnLMq06IJL0ZLPLZ8Z47/kwO5tsvsnjxnKn78uAECr02FhId/BT0tNoXS5CvnCiwYGMWjkxHyDC3e5uGstEWePoLO4vy7y6uYlRJ/K/dLkXq4OMWf2Y8qRXvenoPAkVKtRi+ASIWzbsvGxjtPr9Wzcvoe01FSiIiNp3LQ5zZq/SWDxILp074mtrR3tO777nEpdMG3bd2TUmPEIgsCUad/j7OKCTqfDwcHhXhwbGxvGfPXFvcEOKYoH52oevd2pCz37fohWq6VU6TIAJCUl0al9GwRByONQ8Sg2bfybz4cOZsVfa3F1VaziXnW0egPtPh1HiSp12Djn/uw4S1t7un8zD6/ipfiib2cy09MoX602lWo1ZN+W9XnS8PAPJOLqpWdWpoSYSJZMH8vwri0Y1qwsS8Z8wtsfjyYwNK/O1pcfduPovryin9a29kTeuPbMyqKg8LojCC9me77nIJwSBOEkUBM4JgjCBUEQTj4Q/iA/AzYFbNZ34hSIMligoKBAytHfiP31AwStBeVbPT9bM4B+g76gdIXKpNyWFssa/OUEWnfsxuQxw2RnBtzl9yULWP3H8nzhNrZ2qNRqpo8djtlsJjkpkfkzczuP4acPYe/lT7mWXbm8byOmnGxMxhxKdRyMW5maABjsnLHxLELc+cNPebYKCnkJv3WLgCJFSUxIIDkpd230kUMHSEtLIzMzk1s3bwKQkpJCTs59ITGdTsdvvy5hwPu9sbWxxcU1V5hMFEXOnjlFtRo1X/zJAG5u7tja2hUYRxAEvLx9yCpgsKAg1Go1I74chYWFRaHii6LI9Knf0r9PT5Yu/4PgEiFPlK/Cf5M3en7M5SO7Obd3y70wlVpNk95D8A8swdhBvTEZjTRu3ZGlP05h6Y9TMRlzZ5kVKV2B2wmxrPm5UCLhj+S7zz8gPeU2XT7+kq9W7uOL33ZRtm7TfPG+mjGf0Op5HRgGjZ7C0T3b2L52xTMpi4KCwitBC3LtE5sCxYDGd/6+G34POa2Ch7bJ+XJ4iALdEJxs9HSr458vvKi9tEqpnOq6Xk7aHXkVcClVaACdjMOAnBKwnNo8gEpOiV5mWEhutEgjowhdkJ+n7J7HHZGS0WCTEdvOzUImj8ctk5z+W0Gq4XLlFQWZHY95za1V8re0lYwzhlxxjTIX0SwTri3Q/UL6GLn7uY2D9Jr7h1XG71KQGN/tDGn17MoV709tXLdgLQ1HLcPS2ZNy3raS8cMSJHVTSM6W//q+QUYd+dz8EYRUrU3NFu3yhIc42gICYVcuc/zIQYwiGI0msmRUmXt/NARBECSVvT1dXQgsHoSYlYZZlneqAAAgAElEQVRWNOLl6YG1XkMxbRqYUwktVYoN53fSLNCR99s1oseMlWh195WWTQ2bE3lhF0dvvSE57fntEvJKztU8pV1bUnKkVaQ3Xpa+Tolp0tc2PCFdNm8rnfQ9UtpFOtzGQrrOyKlqZxnl3RDkbkO5upctIxMvd58XpBIvp+5ukhHPK+g8opPzv9SmSzgk3CUiTfr3yHmo3qfdTiLsehg2bgH8OHs2er2e62FXiAq/xciJ3xF57RwzJn9Dv48Gs2rlrzR/qy01atVl3Fef883kGXTt2ReNVo/OworsO+WPT0xk+pRvmbO4Sp6ZNHL3jtxzSSvznDbIPIsh9zmzauWfnDl5nM9H3bdlk3q0tu7UnSu3okgT86uZO1pJizOnZ+e2XZlGMxqD5b2/AbJklOgz0lIYOuhDLl04z9ote/D28SU1yyj7XM+RuQflnFkAEtOk63G6jMK6KPPgk6svt1Lk6/fxKGmlfRuZOuZtJ60efyJSuj3fdjxCNm8PF+k182cuxEqG168iPX0+XcbRwddRfjAoIV36mEzJem9BzQ8n8deMzzi6dxcVOw9Eo89Nu+EHI5k77D36tH8DW2dXPIPLsG3Tejb+vYZmn0zAyacorcfMZ17f5hRp1BkLWwcCHaSdB5Ycz6t2L5rNXDu4iQtJDmhsXBCN2UScPE5y6EAuHFNRoWwOEJ/nGFNONgsWdGHiz8vz3aN2dvZ89NlIli+czTuduuTZdz5OeimTo0G6LqkF6Xpsq1Hxad936PnBp5QqVzHPPrl+i4uMu41fRel3g7fLPP6snrgM6fbL21r6HpHr15b2kJ6ZmJQh357vOC99P8u5UXnJOHXI9QnDZPpYABkZ0m2Ll6t03ZNzDvJxkv4t5Nxf4NV3QxAQCnwv+68giuJ1AEEQFomimKdhEARhEdBF8sCnQJlZoKDwmnNh7VxMOZmodfLuAU/D3tkjSYm+RUpsOPvnjiEzJYn46AiqNsnvSX8XrU5LszaPXEaFIAjMmvoNm/9efS8sMyODr4YOICcnm1s3rnFw7056tGtKaJUaADR8sx0NW7bHwcmFTn0+Rqc38PUPS/MMFACUrtucm+eOM6d3YzJuy1t6KSgUlpP7dlCyck30BgPd+nxEx+59CCldjm++m4e9gxM169Rn+KjxeHn7MO2HeTR6ozlms5matesiCAJffzUcnV6fR5vAzs6e+cv+kF1y8zxJTUnh7zV/0m/A4EfGjYqMoFe7/F9UC8O5M6eZNE7KDSov2zZvoF618lhb27Bq4w68fZS13q8rrsXL8eY3K8hIjmPXzM/vhas1WrqP+YHG3T+i0httCa5Sh/iIGzj5BrJsyLtc2LMBawcXAqs15MSG3x4rzyO/Tmf/3K+JXjaA2L++IHLhe+i9y6LS5b7g3h3UF/PYnWp4f9jX6A3SL8Gx0ZGYjEZSUx5P5+RBTEYjfy7+mahbN/Lt+23hT+zdvpGfpo3j4J7tT5yHgoLCCyfPemFBENRA6PPISBksUFB4jUmNucmtQxsJbNodleaxrVcLxGwycXnXaorXb4vBzhGDtT0B1ZtisLFn6OwVLJ82htjwvJ2X7Kwsurasjb2DE23e6VmofFq26UDFKjU4c/Iffpw+EYOFBVVr1EGr1fHJ52No3LwV63Yfxy+gmGwabl7510HbOrsxcP4mdAZLbsfIf21TUCgs/+zaTMkqtYiOiiAjIx2TyUSdhk3RG+4P1JUtH8r1sKt8M3oEoihibWNDy1ZtAfh48DCaNGuRJ82Z077lyMH9L/Q87mJtY0P/AZ9iZ+/wyLjuHp4sXb/nifKpWLkKM36cK7s/OTmJQR+8xxefDWDarDlMnDZTETNUQG9tS63+Y4m9dILEm/d1CHQGC0Kq1aN0rcbUbN2F/tOXcOv0Yco378zO+ZNY/c1A4m9eITmm8EKH149s58aRbdT5cAJuHaZgXaY5ru2+xbl57kBF2oXtXN2yFLPJyNYRbTBmphN+eBPnV/1A8ZAysul26NaH4FJl6da6ATfCruTZF3bhNNOG9mfnmt/JzJCejRITGc7g7q2Z8fVQlv48Pd/+A7u28cFnoyheojRD3+9KbHSkRCoKCq8AL0iv4AVoFgwTBCEFKCMIwu07WwoQQ66d4jNHGSxQUHgNuXr5AkdmD2fXuB74VmtO4Bvd2D2xF5nJcc8uE0Hg1j+7sbB3QWuwRGthhXuJind2CZSpUZ/ju7cQF3GT6JthLJ38FTq9nvEzF2IoQNTwYXz8AnBwdMLFzZ2KVXNnD7zRsg0aTYGrrApFYuRNUhNi0Mp89VFQeFxiw2/w/aTRnD99gtSUZDo2q03GQx39ilWq0a1XP/r37MK+3Tvuhds7OODo6JQnbrWatfH29XsRRc/D6j9/Z+P61ZQpH/pI7/e/1/zFtEljn7hOXg+7xrLFCyT3nT97mmb1qqLXG9i46wi16tZ/ojwUXk00OgPBjTtybsNS2TgeRYJo/cUs/lm3lDeHzcC7VCUqtHyXah36FTqfuCunKFqzBd5la4Aokh1zGY2NCwmbp5IVcRaDT3k8KzZCpdZQa8hcNAZLXEpUpmijdwpM95/D+7C2sSMlOYmub9UjKTF3GcPxfTv4ul9nfIoWZ//mNfSsW4q+TUL5oMMbfN67I8N6d+CTrm/R/+2GADi6uNGl3yf50r90/jQNm7fiwyGj8C9anEiJ2QcKCgr/HkRRHC+Kog0wSRRF2zubjSiKTqIoDpM6RhAEF0EQPhcEYbYgCPPuboXN8+l70woKCv85dmxaT05GCg3H/oHOKnf9XJ3hCwH4beoo3v5oBMnxMdy6dI7SNZ6s852RlkL190ayfeonlGn9Hh4hlfLsL129HsacHLIyMnBwdaNi/WYAePn6P1F+rm4euD5gO/W0pCTEMn9od2q88xGO3vK2bwoKhUUQBLyKBjHgvb73wtbvPZUvnoODIzjAxGmz0OoKnvFTsnTZF+nrfI/iQSUK1MZ5kFp1G1Ci5KMcnuQRBOm1phvWrmLoJ+8zcuwkWrfr9MTpK7zaFK3ZgjWfd6Rqj89l47j4F6fK2++xfsoQmnw4Bq8S5R8rj9TYCLzK5DocqG1c0DrnPjPsqndH0Fmg0hqwcMgVJdXb5mra6KztC0wz5XYyQ/p3pWP3vvQf/AXunt7Y2Tty8tghvh3Uk7d7f4K1rR3B5SrjH1SSmPCbxIVfJy31NkGlK+Dh40dsZASb/vqVMd8vwsXdK/+1KV6CC2dOcv70cRLiY7GykV9Pr6DwX+dlPCufF6IoDhMEwQvw44H3eVEUd0lEXwXsBrYABSuHS6AMFigovIacPnEUp+IV7g0UAKi1uS8lHgGBqNRqrp46iqWNHTlZWVw9fQz/eg0fK4+Ny3/hRqaeJsNny8YpX6fxvf8XL1/5Mc/i+XLgr0XoDJY4+xUnMSIMSzsndJbWr9TDRuHFYTTmcObgbtp/KP/C8iD79+zEwtKKchUqFhjvf53b8MnQLwmtVOVZFLPQeHn7Ymlt88h4E8Z8wXv9B+BfpCixKdJCcY/C188fXz//PGEb161mxGcDWbB8FWXLP5dlmgqvCNYunth7F+H02l8o23+gbLyKrXtg5ejCqvEfUbV9Xyq0KPir/4OoNNp7VruCWoNlsTsDB1aPXqIjx7rfF1GzfhP6DMz7sXDOdxPJzszk4Nb1+BQLwtbBCZ1Oj0/RIEqVKU9cdCQXTx/nwI6NhJSrzLCJP1CqgvTztUxoFebNnERsVCRunt64uj+7AXcFBYXnhyAI3wAdgbPcHwAQAanBAktRFIc8aV4FDhbo1SoC7PNPB/awlRZCs9BKCyzJKb6DvLq1XH9czvVAK6OOL6fwDI/vYiBXppeqrilXppeZt/j8r4ecunTBPF659HLODTLxC3KBkFMVNptlHBpkcilIoVuOjIdU3I8fPcSZE8foP2csWn3+uqwu3pH0HDMlaud+6Y+8FcYfP0wkwmhFxOmDBNVrhc7ivtKuUaYO29XtRuSeq0TsPI9Kn7cdMZq8JY85aV04Vfm7BLnIizKmyCiTa2XakKiUvCrEwW/2IjYujm1zJ5JxO4HM5HjMJhOVuwymRKMOXEhIlp1+HeQo/RJV1FZa0biHjfQyBzml44JuAwud9D3lIKM4L+d6IHc/y7XBIO8kI1cz5JpOufpSkNGKnPONnKtJQTPnpfI5GStt9QkQliD9Emz1wG9x5ehu7Nx9SdQ4Ep6SIRk/9QGV+NhUE0k3ruLgG4KthVY27+nzVqBWq0l6SKE/OkXaptBSZilAhozjiKXEc91kMtGuQUWWrNuHhaWE6vYDP4WbfxDRKTlkqDKISpMuk1wf4a6a+D9HDzNn1gxmzl0EwIG9uxn6yfssXrGG0mXzfgG+LaMmLtdOybkhyN2DACdjkiTDV5+UVlGXq0s1ikm7pmQW4NQhdx5/HZZeX+/iIN22yNXjm2HxkuEAiYnSv5+trbQ6/t7j0mVqVFlaePLAZfm8s2QcFDQy9463c977slrfcWyb0Jc5GRmEtOqbb9A3487zQixaG7XlbJJV9py9lSsqmCzjKHTqyv3yZujduHL2LNn+8eRkSd+Dt9OlFf5PxUqLF16JjEbr6MmeW/eXB6YlJ7Jn+yZUKhUTFq/L9wwK9ZYenMjMlq7f5StVZ86MCTRt1YHRU/IO7Mdm5P29TSYTW//6lWNhUXiVqoKTfxCqQgir1gmQtlZ10MvPmkrOlO4LRMhYLod6SM+I8LWVvv+9bOTrt5uNdHsblSL9+7lZS59H3WLSM0eOGuTbczmKOUvXMQ9r6XB5Vzf557f0Qq9Xi1ds7X1rIEgUxcKMwq8VBKGZKIrrnyQjZWaBgsJrxrq/fqdNxy6SAwVSOHv788b/PibdwpLs9BRU6sI3G2kXdpIdfRnHOu89aXFfGlq9BfX7jcpj83VyzXxiL5/i6r6/+S3yKqWr1qFM9XqUrVEPG3vpjr+CgiiK7FgwldDH+FJZtmJVMtLTuHX9KiHBQZJx/l61AmsbG+o0eONZFbVQqNVqlm86jFYr3Uk2Go0YjTkYDBZUrd0Aaxvpl4XCEhxSiuGjc60Zz505Td8enfn+5wX5BgoUFOSwdHSj4fC5bJ3QD52VHYGNO0vGi79whPSEKByKPN6yGdsi5bmybCSeDQsnzFtYMtPzWmWe2LWJomUrER12mVOH9lC2am0y0lK5fPo4YRfPsOTmJfbv2YmllTVb9x9/ZPoVq9XG2y+Av/9azlsduhJapWae/RdPHePq+dOEXTzLmaMHsLKxQ+VWhLNbVpKRHIdnSCWqvvsxDspSPQWFF81VQAsUZrBgAPC5IAjZwN3RTFEUxUKtO3rFBlkUFBQK4sfpk9i49i9atGn/WMe5+hXBxsWT0Lf7YjbmsH3mCMymRy97sipWE4faz7bz9DLR6C24vGs1bkHl+XrJRkIq1eDojo0MblWLqZ/8j8Nb15OT/WRTrRVeXXIy04m+doHS9Vo+1nFXLpxhyc8z8oUbjUZEUcTTxxfvJ9T4eBp2b1nPkf27MObk8HHPduzYuIasrEwaVwwAYOPq3/lu3AgABvXqwNb1fz1VfhYWFty8Hsa5M6f5bGA/hnwxmlp1Gzz1eSi8XhhsHanSbxzn1swlO1X6C7W9f0m8Kr/B9i/acOTHz/LYHBaElXcwVj4liN6z/KnLaTLmsPqnSRxY/ztlajfOs+/49vXUatOVIVPnMnVoP9Yvm8eANnVYNmsiUTevs271H0SE38rjsFIQKpWKqXN+o2GzVri45l2CkBgfy9Bub7Fn42o8/YrSe9hYxs3/k9q9v6Dzd2vpOG01tu4+HF4+86nPWUFB4bFJB44LgvCTIAgz7m5SEe8IIKpEUTTc+b9NYQcKQBksUFB4rVCr1TR9sw3+ReRtBB8mKyOduUPfw3jnJVil0VKkaqNCTT8UzTmkX3oyu7R/I95lqlN/4GQqdRqIk7sndVt1YsCk2Uxbd5DQem+w+fcFfNS0EnNmTCh0J1Ph1UdrsMS/TBWOrlv2WMeVKl+ZIV9Pyxc+a/JY/lq+iLIVKlM0MPhZFbPQ2Dk4MWZIfyIjbmJtY0uths3Q6fSs2nUagOZtOvHp6Mm5ZV2ylrpNWnJo7w5++2nKE+cZHRXJn7//SkJcLO07d30m56Hw+mHrEYB3xQacXzdfcr/GYEmpjp9S56vfiDt3kLSYwrsDeDfuQ9zR9SRtm4ZofmwNsXvM+/JDbl06y9D56wgoVeFeeE5WFldOHKZk9XqUDK3GkCnz+OuXmXQf9BWDv/0Zg6UVzi6uHLtwk6V/FH62sX/R4oz/fgG+AUXzhDs4ufD+yG+5cu4kR/ds5ew/h/J8JLBydKVMs3eIPHdUNm2zycTZI/s5vm8HJw/skrV4VFB43gjkLsN4EdsLYjUwBtgHHH1gk0QQhDcFQfj2ztZCLp4UyjIEBYXXiCKBQezdubXQ8eNuheHo6cuguWu5Ep87WKDR6fELrcOVfRsx2NjjFiIvTGjOSic7/iYSq5r/k9i6+2Lrnn+9rYWVNbVbtqd2y/bERd7i+0E9sbG1o0P3vhKpKLxuCIJA4z6fs/DTdyhZtwX4SE/LX7tiMf7FgihVLtc55PDeHaSmJPNW67fzxOvRb6DsEoDnTVJCPPaOTqzecxaNWsOYaXPv7ZPSL9Boc9fnBpcqh8nCBrPZzNa/llGvZft7+x7FzRthrFy+hMuXLvDzwt9QF2KgUkFBjhJvvcfmER0o2qADVs7Sgn4GO2c8QhsSfnADQSElCpWu3tGDkgMWcGLyu5hSYtDYPZlYYMTVC/SdOBdbRxfMDyi+RF2/jLOXL/o71sIlKlRh9saj7Fy3ko9a1aJ287b8umojTs4uT5SvFA3e6kD56nW5fOYEf8zPnUFgU+fde/utnT3IzkgjMyUJg839NfqiKHL14BYOLZ2OraUBOycXsjLSCb92iZpN29C0c08cihV/ZuVUUHjdEEVxgSAIOuBuRbogiqKkYModMcRKwJI7QQMEQagpiuLQwuSlDBYoKLxG7Nq6CZPJzJJ5P7Fs5Up6TVpQ4Cjoutnf0rBLf7wCQ/Lts7BzRGdlQ9zVs2SlJuMeUpEtkz+m8WffkRR+Fa3BEo2NMw7VCr9O+1XA2cObIWMmM/KT3gSXKsfhfTsxWFhSuWZdqoRWUNwUXlOcfYtRtvHbrJk6jPpzluURJouNDCc+NgoLSysMBksunTtNyu0knFzd8lgniqLIuBGD6DtwKDa2T6cD8KREht9g3cqltGzXhcDgUkwcOYgadRtTq0HTAo+ztbMnIKgk6akpRN4IQ6VWEx8diYOLW4HH3bpxnX7/e5dadeoze+Fy9HppQS8FhcJiYe9CYJN3+GfheGp8PF22TS7eoje7x77LzsxEHLyLUKrZu4/U7FHrDKhtXDGnxcMTDhYYs7MlLVOPbVlDkTL53VGKhpRBo9XSpF1XfJ7DsiRHFzcq121MQFAIgzo3Jen7Cff2eZetjqNPMRJuXsYzJLdsOZnprP26D9npqVTv9ild2ra8d41jI26x9Y/FjOjagoo16lGhWh0CgkriXywIXSF1lJ6E+JgoBEHA8RHtjcKrTQH6zP85BEGoS64uZRi5Eyd8BEHoJmOd2AwoJ4qi+c6xC4B/gEINFijLEBQUXiMGfDYCS0tLpoz/imsnDxNz/XK+OKIo8ssX/clITaHrqO8kBwoAPEtWwtk/GNFsIjM1CUEQKNW8C6JoJubiCaLOHSXp8O+kXd73vE/rX8et61eJirjF5NFDSE9LJfxGGEP7d6Va6QA+6f8/Vv66iK0b1/H3mj9ZteJXNq9fRU6OtIK2wqtD3W4DyU5PY8nMiXnCk+JjOXFgNw2ataZYcEnSUm+TlBBHkcASlKtU/V48URSpXKMODk7OL7ro99DrDfQb/CU/Th7Nzk1rSIyLpVrtwtuqWlrb0HXgcFQqFb9MHsX544dll+zExcbQqGZFQkqV5tPhXykDBQrPjKCmXclMjuParj9l41g4ulH141m4FCtF2KFtHFo6vVBpq62cyYkPQzTlIIoiorHwOjY5WVmkpSRhZZvX1SD6+hUOrl9J0/8NACAlKYFF08bS+42KOLq40+2TkUz+rA/paWmFzusuxpwcfl/0M3O+m8jMSaOYN3MSe7dvIiM9b1qJcTH4Fw9BZ2lNQOUGFK3eBM8SoTj6BnJ1/2bMJlOumOsPI7Fx8aL9tyvxC62TZzDGxdObjh8MZcbqfQSXCeX4wT1MGNKPNlWLMfXLjzl/8tgzX8IXHx1J9wbl6Fa/LPOnjCYz/fGvkYLCv5DJQGNRFOuIolgbaAJMLSD+g/Ycj/W1QSioUhYJKSOOXpR/3VOwo7QmgtyIjVrGohAgW8YiSM6GUc4yTC6+Xi4dQM5V0SBzjLxt4+OPuSgfF188L3MJ+TN7+MncNwVZKj58r4miyGeDP+HQ0RNMnb/i3hfOm2FXWfPbQuyb9iX8zGHcAsug0d3vnO85GSGZvlGiDmdEXUE0ZePi7YlKo0Nvl/flxiRjV+bnJm05eOR0lGR4jXKekuFw33btYcp7SS+K2H9N2r7K11H6a0cNH3n/7LjUVDLT07C2yxvH1XibPTu3sm/3djLS09HpdOj0emKjIoiLjeGL0eNp3LTFvc6VnO1fgfaFMvt0Mu2UnO2srDXqC2i85GzrCsr6cW1FC7JfTU7PP3ATmSRtGwcQIWOFmJCZ32rrdkIco7q/SaPOvWjQvgcA21cspFKjljg4SDtqOBpyvzIac3LISE/F5oH7yl7Gfuz6bekOsdw1TMuRXmPtaZXXemzSkH6Uq1qbRq07kZ6WiiAI96ZF38VOL7284OH72Ww2o1Kp2LxyMRkZ6XTs0S/P/lMHtjP/p+9Y8Pu6fGnJWYTGp0i/mF1JTJUMl7ufw5Klf1OAk+HSaYXFSIenpUlbrlUoLj1dXM5iD+BmrPTvmpwsfX8mJkjHDw52lQzfvf6QbN5qK+m+n4OrdFuYniK9Pt2vqPTXXVsZW26Aa1elbRUzUqV/p7QU6fMuFnJ/GVlm7HWuLhyEd8vB5DiUlM37rUZBZNxO5NePWtLq64X3lP8NMs+YeVNnknL0d0yp9y0PHRoNwsrFm7QrB8iOvYp9pXYYPHP1RiqWdr8XL/rcYU7+/h2NvlwIwJulc++R8GuXGNunA9PW7EOnN7Bq9lTOHz/M6cN7Wbz3InoLS2aM+AhLGzu6fToqX5nu3ufXzp9mzcIfyUxPQ1Cp6D1iAicP7OKPOdMJrd2I9NQUMtPTiIsK59r50zR8uwvvfPwFAJdOHmXap73xKFWVRv2/QmvIbRsSI66zccZwIsKj0bgEY4y9gFXDLxE0uW2TjYP0c12ry20njGkJpF/ejzk7ndQzGxG0BvzrtMGlXD30tk55jqkW6CSVlGw9XrXvOqLZRNz+34nZswxzdjqCWkuTT6fhG1pH8hiTjD1pnIwdrY2Mta27nfT9bGuQfy+JSZH+aFDUWTotX5k6I2e+mpAh37b0qeZ/VBTF/FNXXhHcipUS35my4oXkNfWtEs/9WgqCcFIUxTKPCrsT3gn4BthObu+uNjBMFMVfC5OXsgxBQeE1QhRFZkybyorflzN7xdY8U6EdnJyoULUWVwGvkpWeKh9jWgLGtGTM7s4YHJ9sKuZ/GY1Wh7Vd/pc4Hz9/OnXtSaeueR0iLHUqtm3ZyFfDP2P2rO/4esJkSpR8POsuhf8Gto7ODJ71K9++3wmTyUTjTr1QqdRkZaSDzGDBXSJvhjH7mxGMmf30iutPSq9PR90brEhLTWHa8A8ZOWtpofUHHuRu+1O7UXPMDwnCZWVlMm3CKDq8+7+nL7SCggQGFz/8Oowm7NcvcGgyFL27vFiowdoOkzEbg638IPFdLIPqYRlUD9FkBERy4q4St/pLUm1csCxaGQvfckStGoMomtE5eFKmyA/orGxJDr/K6T9/wK1E/uevV0AgRUuW5dO29eg8cAR6C0s8fItw5uj+e3EcXd1JuS3t8nAXY042B7aso3qTN7l06hh/zJmORqsjLiqCtYtnY+fogiiaSUlKxNO/COuX/EzDdl1x8/YjsEwoE1dsY0TP9lw7thut3oKbpw5RtX0fOoxfxKwJM8m+uAXLmgPuDRQUBo2VI7ZlmwNgV7EtmTdPknxtJ9fW/4ylmy/OpWrhXKY2Vm7+hU7zQQSVGpcaHXGu1o6Y3UuI2bWIDd+8T8NPplCkWuNHJ6Cg8O/kiCAIc4FFd/5+BxmBQ1EUlwmCsINc3QIBGCKKovRXOAmUZQgKCq8JZrOZHl3fZcH8udStVx9n1/tfM44f3kdcTDRVaz8bOzIr39LEH/qDM798+XKndPxHEASBBo3eYPu+Y7Rs1Za2LZuweWPh1awV/ls4e/rw6Q/L2fb7L3zdvSW1W3fGyd2rwGPioyPxDijG8OnSKu4vCq1Oz7njh4Hctcx9Ph/3RAMFD+Lg5Ex8bAzTvv78XtjebRuxtralY9deT5W2gkJBWHmH4PPmpyRumYI5S356enLUDfTWdlgUYrDgLoJag6DWonMLwqPHQnz+9zPOdXtjV74lfn0W4tNtJjpnf/bNGsrWsf9jx6S+xF08jnNgOcn0PvzmB2q/2Z7TB3djbWdPdlYGtd5ozfAerYiNvEVorQYc3vY3MRE3ZcsUWLoCPT4bTXJ8LK5evrTu+RFdP/mSxfsv8+uRG8zefIyftxxn8f7LtOzWHw/fIhzdsen+9bKxwysklPO71rHp+y+Iv3WF+e+34NK+TWi8K2HV4HNU1o8nsJgVe5Wov77MvWaCCgvfcpTsNooaX68loGkvspJiODFzAMem9SUp+tZjpf0ggkqNQ5lGeDbLXcqxZconXN6df9aSwquJILxybgj9gDPAR8AA4CyQR1VbEITgO/9WADyAW8BNwPNOWKFQBgsUFF4TNvy9nnNnz/DH6rW817sfY4d+gNmcO1kt4tYNEuJinxW/K4sAACAASURBVDoPU3YGcQdWgkqDhWcwxdsNRlApzUxh0Wg0dO/Vh0XL/2TQh31Z/Mucl10kheeEk7sXn85aTnxUOBeOHbgXbszJnSZ65fQ/xEeFA7kzgqYM/5DwsCsYHpry/6JJTU5k35a1/DB2GDevXMA7IPCZpOvjX4SGzVsDcOncaVb/tojGzVspgqAKzx3b4lUx+FcmbvWXZMdekYwTe/UczgGFc0WQQtDo89zLgkqNxsoRpzo9sXbxIrhpV1pOXk/dIT/hXqqqZBo6vYHgcpUJv3YJK2tb0lNT+GDMNAJLlee3n6ZQvHQo/sGlGNm9FdlZ8sumGr3dheGzljJ85hIcnO8vR3mwfBqtlprN2zJp5XaavftenuOrtu+L3sqWGu8OoPWIWTQf/C17l35Pxq7JZF/bgzHqNGKO/DKefOfl6INLk0H5wlUaLY7BVSjebjDVvvoT57J1+GVgO64ckdJvezRmYzYXvu9K/ME/sPP0B+Dclt+fKC0FhZeNKIpZoihOEUWxjSiKrUVRnCqK4sPr8D658+9kie3bwualLENQUHhNmD/3Z/r2/wB//wD8/PypeeYqANs3rKZZ645PlXbC8Q2oNHrsStbJ9Zc25eBWtxs27gVPq1aQJrRSFVb9vY1Ob7fk/NnTvNf/I/z8i7zsYik8Y5zcveg1ajqzv/iQt977mFrN2jC+T3vefn8IEVcv4hdcioToSMqVLc/on5b/KywD3X386TNsHCcP78XrGQ0UQK7tYqnylUiIi2Fgj7aULFOBtzt1fWbpKygUhF2NnqRf2E78ujFYFq+LTaVOqLT3NXuy01PyWAM+K1Q6Syp2H37vb6klCA+SlpKMTm9Aq9eTk52NIAi4eHize8Nf9G1WhYSYSGwdnFi3+Gda9/zwqcsnNVhnaedIkw/H3Pvbu2RFuk7/g1ljJmCKOk1Oejzm5FtoA2qhC2wEMpoFdxFNORiTo1FbyGuuCSoVvvU6Ub1GNf4Y9xEN3xuWa0P7CMw5WbkzPFRqTBm3UWkNeDYfQOz6yai1Oqyc3B+ZhsKrw6vghiAIwsmC9j+oWSCKYu87/20qimKeEURBEAptP6J88lNQeE2oWKkyu3buAHI7AHWbtCQuJoqDu7dhNBqfKM20m2cwG7Ox9AzG0qckgqDCpXp7VDoLNJZ2qHXPzwrpVSegaDFWb9qFIAi0bFiL+tXK0apJXQZ90JvUlJSXXTyFZ0TJKrWo0aIdGxb9SFJcDL1GTsa3eAkad+pJUPkqnNq/k8tnTvwrBgru8tP4z3H38n0uZRIEFVmZGXw5+UcsraTFSBUUnjWCIGAVXB/X9tMwpSUQ+8dnmNKT7u035WSj1hZ+Hf7z4ujOTYTWaYxWqyMnJ/cjYsuufWjydhdCKlShUr0mtOzWj9TkxBdaLrVGi754Yyyq9cWqwXCsmowBQUXappHEb/iGrIizssea0hJJOb2hUPn4lAyl3Zc/sH3+ZEnh6AfDTMYcznzTgrgDK0m7eYZLs/viVKUtGeHncSlaitbjf6Xu+1/fi7//l4ms+bJ74U9aQeEpEAThY0EQzgiCcFoQhGWP8fJuBkzkahW0B1o+tEkhZUtWaKuyAt0Q3ANLiV2nrcwXHiijyulgkG5Ik7PkLcGiZZQ/LXXS4xjBjtaS4TdTpVV3y8uo9AIYtNJ5aGRUw+Xi21tJr9csaKm2nGK53DGy8WUUvV+EYrlsDk+Q9eMqmb/MmalPsgRfrrwvYjn/3bxTUlIoFVyMjVt2EFyiBOGJ0tMEd4dJL0eYtzv/Osiw9T/hVLIa9kXKSh6TnS2tsG5tJd1WJMiUSSOjOm1vK2+l5mgtvS/EU7oNcbWWrsdy7Zq/rfyLjFnmh3WRKa+8m0vueWdlZXHpwnlS01JZsvAXkpMSWfxr/rYZQG7Vh1yb8CzbildlxriUG4NRRiEb5Nvh1Ezp+z/6IeX6lNtJNK9RCitrG5ZvP5nva15ilryCdXqO9EBflllOD1saufOzkrg3zx7Zh19QSaxspL8EytUZjcxzzM36fp9i6bwfOH3iKOOmz8HGIK+FIHevxadIX6sLCdJuJyqZMllq5AdCTkZLux7cSJCe+p0l4/pU1ku6LYqS6RcB3IiX7uscPxsjGW5pKX0N5VyqCnomybXDcuG3b0tfD29PaVeF8Ej5QdDrlyMlw+WWqWSlSusPeBbzlQy3eqAfJ4oiMTsXknxuNwFdJhERmUnW+b8RMxIwlH/nXrzsOGmHICylZyD06ymtvn9VxkUD4NylvC4Q4StHgmimuKctWZnpfDn7/jT6P+ZMZ9uq5WSkptBp8GgqNbz/3hCdKn1PudvI17HzMdK/347jec879vAakk7voOmIn1Bp8qaXk5nO33PnkHF6FVaVe6DzCb23L/22/O+tt5JeblWtZiCiKLJr5NvY+gThVbU5ziFVcLS1QhRF1g9rgzErAzvPIuRkpBJ/5RRqvSUg4tOgGwnn9pMWeYU3vlqInWdAnrSPLPyGi1uWE9quP5U6vJ8vbzeZaxUg45jkKONUY6WVn9QdmyF9zeWckVKypdv/tGzpNkcuHGBk48BX2g1B7p32eTCpRXCB11IQBC9gDxAiimKGIAi/AetFUfylMOnf0SLoRO7gwFlgKbBJFEXjQ/HcAS9gMdCZ+29otsCPoijKq7o+gLIMQUHhNSE9PR2VSkV6unRn80nwb9anQGtUhWeDXq+nVJncAZng4BDKBAeQlZWl+M6/ItjY2lO9dgNS09LIyc7iwM7N7Ny4hi8mz2bsp32o2KA55WvUo3eTiszffgqTyfRSZxr4FQ9B+5y+sm5Zv4oe/T9+LmkrKBQGQRBwq9sNBBUXZryDiACmHARLJ4yRJ0FjgaC1ROUcgsqtLILqxdVFj7eGk3RsNaE1ilGmWt7Bhza9BuDsH4RnQCAu3n4vpDzGjFQits5FUGlIvH4ep6J5XXy0BksMQY1Q27iRdmg+Ws8yCOq8L91iRiLG63vQBst9FM2LIAhUGzKPqKNbuPL3PM4sGYd/9WaEtPwfKpUac042Oms7ijVoR45DMdJjbpB4/gA3Ns8noOUHlOg2BjtPn3zp+lV7g7D9f3Nuy+84+RWnSNVGT35hFBQejQawEAQhB7AEZEYf8yOK4nlgJDBSEIQOwEJgAjDpoahNgO6ANzDlgfAU4HMKiTJYoKDwmnDj+nVycnJYumQRRYsVA56usx93ahcpN85S7M1+j46s8Mywd3AgKDiEQwf3U6t23ZddHIVnRNGgELb+vZqszExqNGhG1Tq5HdVBo6eSYhJRazTM+GsXyQlxDO/eiu9W7X5p4n/zxg+j4dtdKRFa7ZmnrdZoyM56WKNJQeHF41anC85V23LzagwZh+aCWoc+uCkYMzGnJ5B5Zi1c2YzKowIa/zoI6vvPVDEnA1P4EVSORRFsPJ5ZXVVpdDhWfpuGbUtJ7i9bq+EzyaewpEdcRGOwwZSVjtZSXptA61kGlbUr2dcPoC9SK+9OtQ6Vredj5auzssO3dlt8a7clNSqMK6u+5+KmpTT5ejnhR7dzdfcqDs7+Eo2NEzkpCTiWrEHZD3/EyrOYbJrOxcriGhyKOSuNXbNHkZEcT1DdVqi1OkWo+RVA4MXMur6DsyAIRx74e7YoirPv/iGKYrggCN8CN4AMcmcFbHo4ETnuzEzoCLQGEoGPgT8fjieK4gJggSAIbUVRfOJpFcpggYLCa0KlypU5dvIsX3w+lDo1qzJrwQr8Ap5MNC8t6ip2Rcth61fyGZdSoTDUrdeAHVu3KIMFrxBvtnuXFYvncu7kMSrXqn9v5oDBwpKMO8sQbOxyl9VNWLzukS8fkWGX8fCX7xg/DR+Mm4UgCKQkJWJjX3grucLwducefD1sABfOnmTI8FHPNG0FhcdFrbfEGHEC483DGMp3BpUatVNR1E5FES28MN8OJ/vkIsyJV1FZOILGABZ2iLfDEdPjMV3eiGjMQuUSxCmfaIJqNUdn8epocejsXclKCMet9jvYevgXHNenIjlR5/INFgg6K9SeoTJHFUz8xaOc+mUU2SkJqNQaVCo1PpUa4lOpIVmpSVy/dhOttT1a60e3U4IgULnHCLaM6Y6Dd1GO/D6Lc1tXknD9Ih2/W4+bTcHnp6DwAHGPWIbgALwFBABJwO+CILwriuLiRyUsCMJOwAb4jdxZAwl3dukEQXAURTHh4WNEUVwpCEJzoCRgeCB8dGFORhkqU1B4jXB1deWnOfPo1/9DOrSoz+WL558onVvbl5EZdwudrdMzLqFCYajXsBHbtm5+2cVQeIa4eXjx8ajJzJ8x7pFxVWo1f8z97p716YNkZqSTlZnBgrFDuXzyCHGRtzDmZHNo85pnVlZBEIiLCmfCB+9gNknrMjwpTd5sy7wVG1ky94dnmq6CwpOisnJGF9QEY9xFMnZNwZx1f629ytYLfeUP0fhUQ7D3RzDYIwhqBBsPdNU+Qt/wa3S1h6ByKcGF3X+zc874l3gmzx69gweBPabiWa/7I+NqnItijDmXL9ycEkXWjrFPlL/O2gGz2Ujb2fuoNWBq3rJZ22PpHlCogYK7GGwdaTV2Mc4BwTQeNJXQt/tiNhlZ2r8xFw9uJyczgxtnjkqKKyr8+1G9oK0QNASuiaIYK4piDvAHUL2Qp+EHOAB9gE3AkTvb0Tv/5kMQhB+BDsCH5E6yaHcnnUKhDBYoKLyG9OnXn669+jFn5tRHR5ageIeh2PiGPONSKRQWbx9fIsJvvexiKDxjqtRqSPiNa8RFS4u53UVnsECt0WIy3dcyMpvNpCYnMrxzEzQaLQOnL+DI1vVkpKZgNpk5tmPjMy2rs7sXoxeuRfUctBO2bVhDvSaPtkVTUHgRqJ2KYCjXEYtq/VE7FiF17WBS131GzpnfMYYfwhR3DnNqNAgCKucgNEHN0ZZohaDPFXJUWTqj8a1By6EzuHpkJ1tmfcXhlT9zYdc6oi+f+U+/eAoqNTYBZREe0Q5khe0nZetE1A75308Ea1d0NQfLHiuazRijz5F5YgUxp/ZiNt4Xa7TxLIKVqy8HfhpBdvqzcQmytHemRo9heJQIJaByA976ehEqjZabZ//hxNZVzP+kEzO6NeDa8QPPJD+F15IbQFVBECyF3GmCDYD8I2kSiKLoL4piwJ2tyANbgCiKctOFq4ui2BVIFEVxFFANyC/cIUOBbgiOASFio6+W5AtPSJFeT+hkI6P0rZdf7XA5PFky3N9deu2Tq6206qinrbRKqZSq9V3ORkmr5dpaSK/ldrN5vFUb9f2cZfc52UjnYS+jXKyVcWiQO78CHz0yO00y94KcgrWcQ4NORhkZHt9BQc4l4VVRXZfjWfYd5K7VhWvh1KlcmhXrthIUfP/Ff8zWy5Lxb6fnToU2GXPYOKIDjUYuRGthzbUIaZVxAJ1OugNhaSF9n2dmSSv7xsZK11VnZ/npnDWDXSTDk7Okv4S6ybgh1POTnj0hp4APYC/ThjjL1Hu5dXR6GQeW35YtYd3aVSxY8lv+Y2Tqn9y09Ve9Lv0byTFJK1LHp2QzoE83qlSvReduve6Fx8ko/F+7fIFDJ45TvVELBrSpy/DvFuHo6oZWpyc8Jb+qtsloJEuUvj9iZNTSPWSerQBRscls/HEMLQaOyzNoIHdPZcq4AvjY560Xi78eTJEyFenStads3t620mrpsvVSJvh2pnSbcztb3pFA7vxUMs8rObemU5HS7i/OVvJ9jbg06fJuPXxDMjxbRv28VqiXZPi56/KWe/4e0i4GCanSfcLIKOmXtzrlpfNOyZS/5q4yTjKOFtLXSs5P3UrmmRSfLm8fvPtCXJ6/RbOJ1Mhr3Dp1hPRbZzHnZKF38iE7KYq0sBMIektsg2tj5VcOvVsR1Prc55TBoCEj+iqpYSfJToomOymK9KjLODg5UaVdX4pUqptvbfztiGuIZiMu/kEPnYcKk8mIIKhQPXDMtkNnSYu+jnOJKnniF3WT7lM/XPcexF7m2m67kG+Wc+75yVzbmNgEto5oS5X3J+NQpBTRp/aiUmuIyHJBbWGDOTuDrKgLWPiWu5+3vQGzMYe4o2uJ3rUUjbUDtkUrkhlxjrSoqziXqkXRln3R2zljysnin4WTSQ87gnvrUegc778DDW0v/VFDyuXlLuG3pdtbP3sDZrOZZd+NZ/UvswCo3eJtxk76Hr0+/7uJScZhJj5T3t3GKErXV4sC3FmkOBsn7bARniyf97ctC1bw/6/jEVhK7DH9jxeS1/jmQY+8loIgjCL3a78R+AfoJYricxHsEQThoCiKVQRBOAC0AeKB06IoBhbmeEWzQEHhNcXRyZlR4yfTvcNbbNx9BFtbaRu0h1FrtDQYMQ+thbTtl8LzZ/++PVSrXvNlF0PhOdC42Zv8tmRBnsECOW4nJ2GwtEQQBCYt24BOb5AdFNq4aBZqtYbq7R6drhw5WVmsnPol7T8bz4kd6zmxZxu+pStzeM0iqrTq/sTpPozJmINGpzh9KPw7EVRqbLyK4az3gIp5FfxF0UzytTOkXNhNzPa5ZMZeQ623Qm1hi9Yqd7DFbMxG7+iJU2gz/APK4xC1m7UTBuBWrCQdJixDEAQiLxzn0v7NXNzzNxm3E7GwsUdrsKTL5OUk3LrGgeUzuXH6CJZ2jpSp/yYGa1vCThzk4qGd2PoUzzdYYDLmEHPpFJHn/yEx/CoZtxMJO7KD0CZtaD9k4nO9Xtd3/YnZmM2lDQswZqWTFn0DCycPEq+fx+ARjFPdPqRe3J1nsAAg9sBKEk5tp+i747D0yH2nsbc3kJUUy7UN87i4Ygqle45DrdXj3KA/ycf+InbTNDw7TEIQns/EaZVKxTsDhlOhVkN+Gj2YXWtX8I1ei69/MWZPH8/S9XsJKBb06IQUXgr/po8joiiOJNfR4EWwVhAEe3LdEo6RO3w+p7AHK4MFCgqvMW3ad2bnts0snPsTH3z8WaGP01vbc3HzMgw2juD77BXRFQpm397d9OjZ+2UXQ+E5EBcbQ3qavO/6g5QNrYJTSu5Xa73BosC4jTr3ISszveBZZ49Aq9cTVLkWotlEmdpN8KvchNTEWOJvXQNg2y+Tqda2F5aFHHiUw9HDm8vHD0LHd58qHQWFF40gqLD0DsHSO/eLtmg2YUyJx5SZgtqUnrtUQaMlPeISkdvmE5Y4Do0AxWs1JaTuWwiCQHZGGmsnfIxP6cr4l6uOtZMrVw5uJ/7WVc7uWENGShK3zp2gTP03yUi9zb6V88jJzLhbANzK189TpszkOP6cNpzsjHR8ylZDEFTcPLkfAL+SFZ77NXEvVwcLBzcEjQaVRou9fwgGWydOnY0ifsdsYtZPxL3NmHzHaSztsHD1uzdQcBe9vQuBbQZycPw7xJ87iNOdgRHb8m+Sen4nKac3Y1Oq8XN1iylRoQpTVu5g428LCHB3JT0tDZPRyOLZM/hi4sznlq+CwhMy8c6shZWCIKwlV+Qw//RDGZTBAgWF15z+Az+lc+um9OzzARaW0lN7pfAoXQONwZIo6Rm2Cs+J9WtXk5mRQcnSZV52URSeA7OmTWT+sr+eebrXTh/D2csPre7JlNhvXjjFzXMnqd7qnXthgsqEjZMbNk5uiKKInYsnektrLh7YRmLkTaq07kZ2Zjo6Q+HbFYAGnfswtnMDbl27jHfA83F0UFB4EQgqNVo7V7R2rhgM97vcVj4lcanSiuykaOpXD8kzkyY27AJmk5EbJ/bj4l8cC1t7KrXpgYtfcRy9/Llx6jC1O/UlJysDQVBRum5zXAOK41E0hJuC+z0Lw9So61xcNYv4C0fRaDUUrdKQ8FMHyM5Ip2qnjyhRvzWBPq7P/RpYu/li7eYreW2c6vUlce9Cbs7ricbaGUGrR+fkS5qzO/H/bMCxdH2JFEGt0xPc4TPOLBpF2d6TAE8EQYVzww+I+HUwcVu/x+3NEcDz01ZSqdVotFqyMjMpU6ESllbWrFmxhI49+hFYQtraUuHlIQjCi7ROfCEIglATCBRFcb4gCC6AtSiK1ySi7gcqANwZNMgSBOHY3bBHoQwWKCi85gQFh1A+tDLLlyyg+3v9Cn2cjbsvawe3ILDndHR2efUBki8dwcLVD52L+yPTMZuMZCXHYeH46LivOxfOn2Pg+31YuuKve9Z6Cq8WpcpW4PTJ44SULvtM0z21dys13+qMvAJBwTi6e5MYFS67XxAEQpt3AiA1MY5b5/6h8ltd+GVQJ3pMWY5WYk2vHJY2tlRr2ZF1v86nz7AnU0lXUPgvoLN3y7fkxqtEBfos2J27/wENmk2zRnFy4+/YuXmRmZJM7Xf60fyd9/N8QY+6nKsnYMrO5NhPn+FZqTGBLd7j2MyBANTq+TmeJULzaSO8LARBwLFmN2zLtcScnYaYnUFW9CXEzFgCu0/GwtVf9ljH4MqU6PQ5J34ajFPDgVgWqYzetSh+/ZYR8/e3JOz+hdmpR+nxxbeP1f48Dsu++wYfXz++nzCSjt37Mm/mt7zTvCaHriY9l/wUFO4iCMJIoCIQBMwHtMBioMYDcdwBL8BCEITy3FeIswUKPYr/72gtFBQUXirvD/yUn76fQk6OvMCUFM2++RONlT1hq6djykon9dZ5bm74ifTIyxgzClYmDt+3hrToG2QmRnNm0ddPU/zXgvPnztKmRRPGTphMxUpVHn2Awn+SLj16s2DOD89cIb1V/6E4uksLyxUGKzsHipWvWqi4FZq2p+3n08jJzqT9l7MwZmciStg8FkSNtzqxbc2KRzpDKCi8LpRt0h6fMlUwm0xUfutdDq1azL6V8yXjhm39FWuPAFxK1eCfOcMJbdOLev1G4VWy0r9moOBBNNaO6Bx90LsXx7Zsc7yb9C1woOAuzqVqUOa9CcRu/o6EvYvIjDiLaMzC9Y1B6Jz9OLJlLVt+nUtKkrQo49PS/N33SE5M4HZyEot//o5vZi2kc8/3n0teCk+PILyY7QXRGngTSAMQRTECeFjJtAnwLeANTAEm39k+AT4vbEYFziwwm0XSJJSCU2SUb1Uy8rMFrRsKkFHXjZdQcgYo7iY9hTIsQbpMGdnyHtD+TtJrPCNk1EIjbkt33g6djZYM33tJvnEyyCixdq7oKRle3FFaydZSL52OnNp2QciVSauW/v00Mg4NBU3zkXNQkH10vVozhgrNi2hs7B5w3qhbuwZFiwWyYdVy3qwubVk2YeMlyXBHJxuyQypg72CFheCMY702WLrmqhE/fE+JZjOJYWdwKx1KppM9DnYGbN39cO43in0z+lPzs9mSeaSnSw9ivFFWfjaCn720QFqmTN1wNMirQkvGt5KPr5HpjMn9rnIOInfdEM6cPk2blk0Y980kOnTqXGC55BxEFP49yLWDapVAvYaNGfvlELZtXEfjZrniaanZ8krtYcnSivqxEu4GP/RsxDvj5uHgkX9KcHqOdL04HZHrRGLMzmTlwBa0/37TvZcNvcwzw9NOR2ZaCj++15yPF21n/qfv8uaAMYiO0rbOpyKk1jLZ412tKf9rVo02U9Zg6ZB39lL1AGldhBKO0n2KDJP0NXQ0SLcTcs5EgGS/CCAiTfq3+Pt0nGS4t5N0fyZHRkUdwN9Rut0JKiLt2mIrcx6V/aT7FFk58n0mOdeDLJl+VoUS0lPcizpLf+Ut7ih9DgB6mf6Gs6X07yfnFGVlkO72FjQ21yJQ+jzkzLbk8pa7Py7ESbv9AKQ84N7jWawEnb+ey/WTBzn+x2wykhPxcXUkwOH+9Vx4JbffGRN2jdsnt5Nw/RK2pRpTtXU3yfS3n5e+NwF2/Cptt2oVUFwyPC02RjK8RBXpKfkameeeKIq4OFlIvjuU9XPIf0DRunSsv5a/fppCxMlFRF2/CoKAs6c3oQ2bcWbnBjYsmMXmI1fR6XPvF8sCXNrMorQjyIEb+Z2fvJr8j0n/+wijMQe1WsOHTSuSFBeD2cqeJu26YGmdv54V2EeW2ReXIV33DDIzDF2tpOv9kevy7lUK/zmyRVEUBUEQAQRByPdAEUVxAbBAEIS2oiiufNKMlGUICgoKAAz/4it6dX+XaX82RPeYU/bcQxsBYOniDcCZJWMp8sb/2Tvv8CiKBg6/c3fpPYSE0EKH0HvvVUEUpYOiICIIIiAqKDYUu/AJioqIBQRBBBSR3gSk995Ch4SQ3pO72++PQCTJzqVwSSjzPs89kNnZmdnd2dnZ2ZnfbwjJybE4+wTg6OZJcswNnDyLceqv2ZSuHExQk84Z+zt7+tJm7FTk3dQHl0MHD9Kj+8N8/OlUevftV9TFURQwBoOBj7/4mqFP9qZNh844OdnPFWDwF7+TFJP+crB3xa+Uq9ME35JBufrSaHJ0pu/MdbnOy9nNgzE/r8dgNPLMp3MxGk1cj8vdzKX4G9dACGr3eI6YK+e4uHs91Tqruq9QAATVbsJDHdvZjFO8/Qh8WwzC5Kbzcn0Xo1nSuPbnhyQW86HWoDdzvZ9vQEmGvPVZehqaRkJMNKEXQ1j+5QekpaXRo9/TGQMFBYHJlP5y/vL/fuTNJ7vy6/Qp7P9nDZN/sL/+jCL/yCxV71EWCSG+BbyFEM8BQ4Dvbo8ghHhS07R5QDkhxLisCWiaNjU3Gd19c5EUCkWR0LR5C2rWrs3fC3+647RKNumGg5sXx5fOZNdXLxMfeoHDCz7B6OBI09Ff4JBF8Mzk5ELE2aN2n3p9r5OYmEifno/xyWfT1EDBA0SjJs1xcXEhLPSqXdO9evIgh9b/AYCTmzsnt6/j51ef5PSuTZhTkjmy+lcsafoz6yIvnuLKwW25zuvollVcPLoPgNjwUE7u2EBqYjypifpOD2nJiRz+62cAQravJuzkAVy8iuETVAVzaoFYTysU9y3C5Gj3gYK0U3+QvGUysRs+I/XingJ5Xsce24glKYYbx3cSf01Ppy1nhBC4e/tQqXYD5vy+joWrdjD2jQ/sXFJ9ylerxdtzljHivek8Ne6tQslT8WCis1Y24QAAIABJREFUadpnwGLgd9J1C97SNG1Glmi3Zhu4k75EIesvV6iZBQqFIoM333mfrl060unx/rh56E/nzQ0+ldL9kpuN/ZLk2AicPYvRZNQ0aXxzShJn//mDBtXUWvzb+fKLaTRq1IReffoWdVEUhUya2YyDKb9yhPpUaNCKyo1aA1Cz7SNomkapqnXwLlGa+NRk0pISEQYDCZHhuPr4cWzNIhy9/SldtxWW1GRSEm3rkNyOq6cPzm7pfZGwkJOc2rWJtF3/UqJybSo178I/339AqyETOLXlb1KSk6nYsisWcypWq4Xa3Z8BINVswZychMnfti2kQqEoBAwOoFlIu3YEa2woxgs7cGv4JAYX72xRNc0KmoYw5E2IN+nSYdyrtMQQcYK4K2dwDyxvr9IXGpVrN6By7QY4SJbOKIoGge0lIPcimqatBdba2P7tzX/fvZN8VE1WKBQZ1KhZi/ot27H0p6/tlqaThy/Hl35Fmo0XDQdnV1qN+pjYqyGEn9hjt7zvZUJDr/Hl9P8xecqHRV0URSETcSOcuNgYAgL1NWzsRULUDVIS4/HyL4mzhzf1egzBkprC0klPAuBePJBi5aoTdekMPmWrULxiTU5v/gNzShJJMRE20y5fpwn+N9c2e/oFUL5OE1oNfo3KLR/GajFTvEIwBqOJMrWbUaJ6AxycXanbYyiGLC8XBpMJq1l/tkN+sVgszPvqU6Ij5eu1FQpFOlpqHNb4a5iC2mKq0gODsxdej0xBOLgSvWw8MSsmEb18AmmnVmK5vIuU7dNJ3fopqf9+jpaWe29lS0oC8We24161Ff51WnNs4WdYJTOdFIoHHSFEnBAiNsvvkhBiqRCiQpa4FYQQy4UQ4UKI60KIP7LGsYUaLFAoFJkYOPJV/l74E9cunbdLekIIPEpVSv/SYCuewUBqfAxJ0eFYzWmc3/KHXfK/F0lJSeHZp/rx/IiRlK+Q6/ZccR9gtVqZOG4UAwY9i6GAVcvTUpMJCzmRKczBxY0nZ65GCEFQ/da4eBfjwO9fkxh5Has5DYPRROjxvRxbNd9m2ie2r+evL94GoGSVmtRs2y1jm9HBkeodegLg5lsc75Lyr4ce/mWIC7uU30PUZdHsGfzxy/d89MpwLBallKJQ6KFpGuZLW0nZM5O044tJ2TkNS9h+nIO7IExOuDcdgk+fb3Ct3w+3hk9CchSWq3swlW+LqUpXhEcpzCeW5zq/uOObcClTGwcPP0o17YaDqwfR544U4BEqHjTuMzeEqcArpFsjlgbGk65Z8CswJ0vc+cAiIBAoCfwGLMhtRjaXIXi4mGgfnF2ddvd5/amRCcn64kVuNlRHKxXXn154QbJPRIK+CnEpL32FYJlaLYBFst4qWaIGHJekf3yOjvrTrIKKu0vz9nXVP75/zsXohm/XUWEFaFsu+/QvgJWn5V99XCQK1o1L65e3grd+uGyKVaC3XBxPVhdk18mA/gZbDhuK3CFT4G9dtwYjRr/MDx9M4KfFKzLOde8m+rZrP26QryusWckPgNTSZSnm643h5rRqq+SCe1esi3dFSEmMI+bqecwWjbBDW6lUuyFO7tmXRSRJFNwBoiWK5XX99VXUo1Nk7VfeplGC/NwmSlTDbzdoiI2NYdIrL+Hr58/4CW+SZs5+rhxM8vqvye4ZiUuCbNmpusUKDotE7f5GXCozPn6Hq9eu8fbn33EjLv2rWliivoo6wMUo/fX84XH64aEHNuFeLBC/CtU5sOpPand/mmsxKZTw1Bf/OhWbTOMRH6NpGgfmf0b1R4eiaRpl/cuRJHFpCI83UKxWG+qVrUV4vJmN37xDqRqNMFVprRtf1ndwdDCS6uxLxLXtXIvKfA6cK+uvx37jr2O64U+3LJPx/x3bNjHknWn8Oft/LFnwAz0HPpstvsxpCORuFnFp+udjRHN9F4iwRH3Xp192XZHm3bF6cd3wvvX1nWGOXtf/shsqEZusX1a+/CwyUf/4Snjq9wlbl/XTDZc5ycjaTfjPGSYreXWesUoavIs35PfY+vP6M1CqSdws/Fz07yXZGv9d56KlecdL7o3i7vrnfHSPqrrhqyWOHOcuyPM2pl7AHHUCr+5TMHoEZIQH1yqdJWZ6/dY6dskI0awWjnyzk4Am3SlXSv+ZezIkcz/VaDKiJcdiMglOn43Eo9nT7PvxPcoOnpWxnCFF8sxvHVRRN9zdRb/PGZckd5hxlPRtW0v62yXd9d9jZK4YTjbquVHiPpaYot93iJe0Oe6S17setfSdPQB+kW5R3KU8pGna7Wt3ZwkhdmiaNlkIkdUWUWiaNve2v+cJIUblNiM1s0ChUGRj8PMvEhcXw+IFP9slvfM7VhN18VSu4zu4elCj12gAIs7sJy0pnoTIMMLPHLJLee5WLBYLD7dtQlxsDP/7ek6Bf1lW3F2sXbGUdSuXMW32Qpyc8+ZIkhOnNy4hZOtf6X/cfJOymFNzPSokhKB4lfoYHZ25tHMNacny6cVntq/hyJpFuHj5AtD8qXFUbvFwvsptcHDEas6di0JuiI+JJvTCWbz8Aug75k0WzJmphFUVCh2S9i/CtcngTAMFuSHmzD5O/DwJg4MTxet2zPV+8Wd24V3nvwEH98otwGLGHKeWCynsgEh3QyiMXyFhFUL0EUIYbv763LYt60NtoxBighCinBAiSAjxKrBCCOErhPDNKSMlcKhQKLJhMpl4+Y3JvDn+RXoP0PdnzguNnno13/tWf+JF3N0dCT2+h4iQY/hVrMXaD56nxYj3wKfcHZftbmLr5g14efvww4KlRV0URSFjsVj43wdv8t60WfjY8JvPLyVqNEYIgV/JshlhDXq/kKc0SjfqAIBnyfKYk+Xe8P4Va5Ca9N92o4MTW3/8GFPZugTUapmnPA0mR6yWOx8sSE5MYMUPXxJyZB+NOnWnTOVgNE1DCMGJIwcJrlX3jvNQKO4VNKuVhOsX0SyuCGP2V4HQVV8gHF0xuOjPCrDFjYPr0Sxmqg16XzdtGSnh5/FvOzhTmMHZHWtyPHjlbcBCoXgAGAh8AcwkfXBgB/CkEMIFyDpr4JZK9vNZwofc3Nfmelc1WKBQKHRJTIjH104vLfsXTie461M4e+TfyqlEcENKBDcEoPEzE3D1kU+nu1fZv2cXrdt2KOpiKIqArVs24+XtQ/3GzQskfSd3LwwG+zzyA2rou5ZoVisx185TtlI1fpvQn4a9nieoXkuMDo7U6NyXKGMxkqLCcPHJfcffYDSh2UngcO2C2bR6tC+9Rk4E0mdLVKtZl/NnT6rBAsV9j6ZpJIZf5sKm37i6Zy2goTl6UqLLaFxKV8+IF39mJ4mXDuH16KcIk/6SEWkeVisJ10IIbP44RifXnHe4HYMJLcvAoNHFi9TIixhdPLGmJUFZ/aUACkVukC3HvBfRNC0E6C7ZvDVL3DuyFVFzXBUKhS7tOnUlMjKCXdu35hw5B7xLV8KYx06HzfRKVWDHnPe5cvKg3dK8G3B2dsZslq+lVNy//LZwAQ/36JNzxHxyfOU8QratKJC0rxzcxo2Qo1jNaWz9ehIWcxqPTPyKyIun2bcsXWfJ2T39C+Xeb14jOSb304qdvP1JDL+C1XJn98XZw/vw9vOnz5g3MZr+GzQpVaYcV+wk5qpQ3K1YLWYu/fsnm97qybkNv9Js/Cw6fLySYs37c2XZe8Qe35wRN3zzHPzbD8vzQAHAtW2LEQL88rD84BYOnsVJi7meKcyrQQ8iNn/PpbmjuPrbRJIjr+U53bud6KhIkpPlmhkKhR5CCGchxEghxEwhxJxbvyxx2t/89wm9X27zUjMLFAqFLg4ODox/YzLjRjzDjNnzwbNszjvpEHpsN0HNumSzRLtTKrXpQYkKwXZNs6hxdnUlKSn3VlOK+4dDBw8w5tEBBZZ+nZ4j7Jqe1WJm7Ycj6TTxG6zmNKxmM0ZHJx55fz5GkwMuXr7Ue2wwFnMaZ3es5fLhnZR9bAwtXpuDyIMWh4tvCTRNI+nGVdwC8t4GaZpG2K4VfLdmFs9Nno6DY2bxubLlK7Jh1YPrvKJ4MDg8dwqxV87QcMRnFK/RLENs2DO4DY7FynB54esknN2FMDliSYzGmpwAeZwYoGkaF1fNpvboWXm6x29LIZt+iGv5hnjVfwz3qq1JDNnFvv8Np9awT/AorS/keC8y9b2JHNy3k4+/+okatdUMJ0WumQucALoAk0lflnA8S5w2wAb0ZyBowJLcZKRmFigUCindevTi3Y/+x/BBvdm0aA6WfHz1vrxvE9EXT9u1XJqmsfbD5+87YTJnZxeSbCjfK+5Prly+zPnz56hSvVaB5XHt8HaiLpy0W3rCYKRq535omkaZBm3xr1InWxyD0YSDkwsVGrenzXOTAIi7epZz63/NdT6RJ3fj5OmLq3+ZnCNnQbNaOfP7Z1zZ/CuvfL2QGk1aZdpuMZsJrl2fY4f2E3L6hCQVheLeRdM01s77hsgzB2j28rcE1GmdMVBwC2f/CpTp/wmuZevg5F8BzxodMLnnfQmiEALfmq04/esUEsPO53l/Bw8/0mJCs6RpwKdxbxy8AvCq153iddsTtndtntO+23F1dWf+nK+Luhj3NYL7TuCwkqZpbwIJmqb9BHQDMnUiNE17++a/g3V+Q3Kbkc2ZBV5ODjxcKfvawjYSO5yrcfqd3OM34qV5VJfYC8psYZwkliYXo/Vtosr56FvYAERJrFOal9e3DtpyRt9ipkvdQN1wf3f56Y1M1LdBuZGgL+RU2ktfGftirP45b1rWQ5r3eYnV1v5r+oJVYQn660XP3NBPp0kZuWVkLX/99WalfPWPT2ZhI7NOtCXsndf3ysKwjrPXu649y1rSJ/O1eKp/L5o1rMPw54cxe+Ny3v/0C+o1/G/NctOSciHVfWFRNJn4FgDG2zooyw9d143v46Z/v/avk/0ee2TdXvyK6bdFAGlWfYulc7H69by4xO4qWmKZ6u8hb1tSzfp5yz62xN+0eRRGR+ITEjP+9nDWb0Ns1RtpVchjHbHnOIysft5Lto35OR+y48hqvbfw13n07Nkbb099K7ZynvI2NSlQ/1lyLIsFV6xIwd3RQrli+m2tt6Su1S+p/3z7/NXhePgFUMOlHm4eXjg6u+B408Fh58W4THFP/bOCwOoNOHIsGXNcCmkpniQcC8vY7ldc/7gbBftz+MufadjjGSoFZn4u/31UfynD0YMX0dKSSbt6iNSLu7EmRuDR/i3OEcC5kMzWxPsWTufQstk4u7ji4eqC8222wrJnD8itEwPc9c+tzK7v7eX6No+1Kshf1Gr56z/by3jpfwauG6ivEyOzYivmIZ96LrstYyV9KW83/X6cq8Ru2kUSbou83pdmiW2pg8SyDuDoNf0+bJ0A/WtxKV5/dphZ8kyqEijvr6VJylvRW/96Hw3PXNZ9a5eyc+USHn//Z9x0npderreuUQDQKNO2Yh769dlJYt27aM0pXFqMwnp0NYe+GolLhaZ41O7KFf9K+sdQ6b96bklN4dSZHVTvOQJnHw/aSyxC3/s7BoOzNwl7z2cKd+hUWTe+bI26LYvvID/9cyu771Mkz3sZWdOpVbM6K5b+yqnjh/ly1hzdfdxltuMx+vVDZinq42S/5aCKIudW5zRaCFETCAXK6UUUQnwAfKJpWvTNv32AlzVNm5SbjGzOLLh4PoQb4WG2oigUigeASpUr88uSlQwbNYbhz/Rj4riRREVG5LwjMP/TSRzaut7uZdI0jXXLfwMg8sZ1kpMS0TSNtFT7iKEVBWGhV/Hzv/+EGxW2Wb92DY/2yPXywXxRteVD+Je/s2U7CbExfDLuWSxmM4PHv4OHrx9exYqzd9MqVvz0lXQ/c2oyVosZc0IkCSc24FKuQa7yO7P1b1IS4qja9rEc48Zfv8zFXWtI2PUT0UteIuX0BoSTOx7tX0U46L8YpMSnDx4YDAZKB92R/pNCcdexe8VCDq5fTpPuA3ArVjhuAkII3Gs+RODArzB5lSB8+XtEbJyJNdX2jLmo03twL1kJ5xzET03Fq2AOt98MqbuBUWNfYeb3cwHYv3dXoeefnJzEsoX2scm+27nPZhbMuvnSPwn4EzgGfCyJ+/CtgQIATdOigK65zcjmYEFcbAwuLnlctKRQKO5LhBA81rMfa7ftx8nJiU4t6vHN9M9ITJDPHALoM+Zt6rV9qEDKc/ncWQB+nP4Rh/fs4MDOrXz5wet2z6uwOHHsMNUKcCq64u7k5MkTVK9eo0DziI8K55fx/bDkUygwIuwaji4udH/qeYwmE77+Jeg2aDjOrm606dGfx54by4WTR/hwWO9sy4Oqd+qNZtWwxEdg8iyRq/yij21l2w8f027kexiMOX9x3v3DZEI2L8Xg5IFn18l4dJyAW+OnpQMFAAHBDWnVvgvr956RzlZTKO4l0lKS+XXKWP5d9jPrfp5O+KUQSlct/GeK0dUbr4a9CRz4JVpqEqGLX8UcK//4GHVqL96Vcl6v7xAQjDnsJNodCp7eTRiNRho1aQbAE13acPpk1mXnBcPeHVuY+OIzPNKiOjM/e7dQ8lTYByGEAYjVNC1K07R/NE2roGmav6Zp30p2MQohnG7b3wWQT4/Ngs3BggqVquLmLp8epVAoHjw8vbx558OpLFi2mqOHD9KzfX1+mT2DZIkw37Gd/7B9xWL7l8Pbl2dGTwBg3OSpNGrVngpVa9D32az2svcOp44foaoaLHigsFgsRNy4gZe3N6dPpk9LP7h3V8b/7YW7T3EGfPILBoORlCT9pTgyrFYrn45/jpjIGwTXa6wbx2AwUKZydcZM+4HIi6cJPXkg0/bQE/tIi7qMW9U20nw0q5XYM3s4O/9NLiyfRrc3vsa/Us0cy2dOSSLy3HGajfgIlzpPYPTI3VfUuNCL+PgWw9VVfxmEQnEvoWkaiz+dQMjBnSyfMRmfgFK8/PM6ylavV2RlMji5U6zzONyDO3Lt17GELZ1E0oV9meJYUpII3bWSwCY5f+g0uHhh9C5F4r4FBVXkIqF0mbLMXbSMYaPGEliydKHk+fbLz7N1w2pio6MoVaZcoeRZ1AghCuVX0GiaZgXy0tmdB6wXQjwrhBgCrAV+yu3ONgcLXFzVrAKFQqFP5arBzPhuLjN+Xsrh/bvp2b4+yxfPyxavTJUalKlSXScF+2M0mTh15ACpqfp6GnczaWlpnA85Q8XK1Yq6KIpCxGg0UqZMWfbv28dn76UvHwy9doWrly5y4uhhVv75OwAbV//J6eOHAfj6s8lYrVZOHj3IthXp2xNiY/QzuA1HV3dO7tzIX19OJvxSCBaLmcirF9mz8jfpPqcP78dqsTDlxz/wCyhpM32DwYCLmztJ0RHEhV/NtK1a+8dxr9ZOdz9LShLXdy7j6IzBXF71DZ6Vm1BzzDyKV8zdbIsjS7+hVL3WON20Z8wN8eFXOfr3XIa8MC7X+ygUdzOrF88l8upFRn29DGd3T66FnCQ67EpRFwshBJ71HiOw3/9wr96JiHVfkHByM5o1XTfj2q6/8Qyqjksx2+3LLdzbjiM1ZAuW+NxbsN4LdOzSlYnvfIC7R8F9pI2OimTz2hVsXP0n3Z4YwKDnX+LXVTv4YYn9l4oqCpy1QojxQogyQgjfWz+9iJqmfQK8DwQDNYD3boblCmWdqFAo7ohKVWvw0Vc/c+LIAYb370bbzo/g4ZkuZLlj1VISY2No3+eZQilLWmoK50+foM1Dj2G+x5wSLp4/S0BgKZxdXIq6KIpCplTp0mialW/npbsYdXnkcQDCrl3l2OH0GTu3T+2/NePP2cUVN09vNE1j6kuDGP7+DIQQJCUmgGcQseHXcPH0QRgMRF+9gF9QZaJDrxBYvhorv/6AR158G4Qg6tolTuzeisFkAg2q1G9KanISjs4urFk8l0cHPU+Zirm3Kitdp1mu4yZd2MfltZ/jUa4OQY+Ow71c7Tx/mbl6cAvNhn+Qp30So67jVbIc5SvdPxZsigebM8cO0fDh3ngW82fY1Pl4+wfi4pH7AbSCxuTpj8nTH4OrN9Fbf2Dbjh9x8Q0kJTaCGoPeyXU6BhcvHErXJ+3SHozB9l/ieL8SHxfD0N6d8fL2JS0tlWtXLvLtgr+p8IB8oLjlhnAfccvNYORtYRpQQRL/OGDWNG2dEMJVCOGhaVqcJG4mbA4WGAwCD5fsarZ+EhXwEhJ10Up+ciXn5FR9FVE/Z/08nBz01y5W89V/MZCpzwJEOukLoSWb9VWCK0gUm6/E5P0rZlU//ReCTuX11d3jUvXXZ3k6SVwjHOSTRur465+rKInqu+x8BLjpq6pGSNIB+G7PJd3wvjX117FWk6gEm2woVd8PaOTxRVeTt4B5nRElUw8OkDhyFPdMv1drlG7NnueGMeChJrw+6W2eGTIUr9R4YkLP06iED4bb1Hn9XfXvb1eTfpMkUxnPWlLf0qUY99pb7P73HyJSLdSo3yTbPolp+vXZ7KR/zg1CP/xabLJuOMidGGRKxIE+ziz8eRZNmrXA2bFw63Ze65qsftjMI6/V+S50SbCn00pW/PyKExJyljqNW2QK96lUjmqVniU5zUL/fn0ywl+ZkL78JtC3JtWrp3f0fvtzHY5OTvyzfjXRly/S5Yn6vP/VBFp06kat+k149513eXbcJJo8/jhjhvTk6/krWLFkPj36PkOw0+OcPnGUH2d+yqjXJtMgwJvBjz/OO5/P4uNp30jLHZ2s/wxdsXsRKUmJNOk+IFN4n86ZFctPb1/Hmk1f0OutrylVPbvoocxVBODMpf/ciTRHD85fDCPCUIIq1Uvpxu9aLbPDwNZzcVwvFYijKW+OOwBOEuV8D5e8uZdMeUx/5oSfxBUGwNVJvw/k5qift+wwfCXP73zc3tLjlqnHGyWFsunyIilXXp1WZGW69RzTY1IHfaV9N8m1SJL0a1MkfanyNtxOirnrXyc9BX5zfDTBpUtQN8CTugGZlwuV9tI/vnhJ3xLAIDm5ZT30Zx13HqE/SLj3WtZZT8Ewqh/FEkK5ePYkTds9hMkhc1/WQaLm//MrHdL/ddqJ0eTAwBfS/w5L1H8eB3rq9x3cJe8YIK87qRb96ypz95AhO68A56/rLxHzk9RPH8l9rFfP4yMTiIyK4OnXPyQxPp5v3h7DDYxYY2zrTinuTjRNy7UqrxDiOWAY4AtUBEoB3wAdcrO/mlmgUCjsxoeffE7/gU8xeuRw9u7Zxdh3pwMQHxeLu4e+JWlBYLVaMd9DrgjXQ6/xx+KFbNmvvN4fREaMfJGnBvalTqNmVKio/2KSE45O6Z3J1h26ABAWl8yrH85g6KOt+Hn1bp4dNwlzWiqlypZj0do9CCHw8w/EYjFTs14jatZrRPfeT2a8JM9evC7fay/L122K2cZSIE3TOLbxTzb/8Bk9351F8Qo56xLYwsHTj5TIa3iUq5PrfXZvWkX9lu3vKF+F4m5A0zTmfvclRw7u45lX3i/q4uSashWrULZilXztmxAXh5ev3GJUkZ1SpcvSpe9gFkz/EBc3d3qPeAVff31r3PsScXfaMucXIYQrMA4oq2naMCFEZaCqpml/6UQfCTQGdgJomnZaCJFr6637+/OsQqEodGrXqcvrk97myuX0tZLxcbH06tQ4m0J6QaFpGnUbNqVO01aFkp89uHA+hEpVquLpefdMGVUUHq1at+GttyczqE8PoqOi7Jauo5MzP6/eDUDdxi1o2CJdM+DWIEC3J/rj6/dff8FkMjHjozfZsn4lRqMx02ygvJCamIBPiTK625LjY1n0xmC2/zqTPu/PoUQuBAxzwrNiA2JP7cx1/OSkRA78u4nG7XPtHKVQ3LVsXreSRXO/Z+6ydRQvkbt1//c6Xfs+zd8Lf+TqxXNFXZR7BiEEPZ8fx+Sf/mTizPl07vtMURdJcWf8AKQCzW/+fZl0XQI9UjRNy/iCJoQwQe6nlarBAoVCYXcqVa7CmTOnAHD38GTl9uMkJycREx1pl/QvXQghIvw6ADM+mYymaaSlpaFpGkcO7OHl4U/aJZ/C4uKF85RRPu8PNEOGDqN+oybMmfWV3dJMSU5i3szP87RP32eG06x1x3znqWkaC94bnSFelqk8CXEsfmsofkGVGfL13/gF5W8WRVa8g1sQG7Kf1JjruYq/d/NaqtSqj6ePrhaUQnHPEBF+nS8+eofRE94hsJT+AN39SFClavQcPIrxA7vy6WsjuBJyqqiLpLgHMAhRKL9CouJNkcI0AE3TkpAvJNsshHgdcBFCdAJ+A5bnNiM1WKBQKOxO2aAgwkJDSU5OAtJHtN97bRRn7sA/+OqlC0x5YywAK5f9xrFD+9A0DWdnZ4QQzPv+K3789gtq1WvEx1/+YJfjKCx2/buF8hUqFXUxFEXMoCHDWPLbr3adheOUR8HMwFJliYuN4ZXn+2NOk+vPyBBCMPq7FRhNmdcgXzi6j7njelOick3aD3sdgzFv63xtYXL1wr1MdRIu524Zz5aVS2jV9Qm75a9QFBaapmG1Wjl2aD/fzfiU/o+0oVO3HnTq+lhRF63Qefzp4cxeuYtylYOZ8nwflnw7FXPavbP8UKG4Q1KFEC7cnCEghKgIyNb/vQaEA4eB54G/gUm5zUgNFigUCrtjMpnwK16c6MiIjLD3/zebeo1yr5KelWLFA+j4cHqHaNhLr9Gqw0MIIXhu9KsAPDV0FN179qd356YcPbjPVlJ3FWv/+p0d2/7hmWEvFHVRFEVMg0ZNcHBwYMumDXZJz8nZhd6D816vvH2L8cwL4zE5OGA2ywXQZKz9YRpRoZczhW1ZOIu6XfvTccRbdveh1qxWkm9cwskn5/W3sVGRnNi3i8btH7ZrGRSKgkLTNK5duczooQMJLuVBzbLeTHxpKJERN/hw+mxeGPd6oXi73424unvQe+hopsxfxbnjh3hr0COcO36oqIuVjbS0NIY+PZA3XnuZK5cv57yDwu7cckMojF8h8Q6wCiiSX1wjAAAgAElEQVQjhPgFWA+8mu24hTAAhzVN+07TtN6apvW6+f9cf5Ww7YYgwElHKdgkUQI2Sb4U6KWRE4mp+qqxVqv+saVZ9MMj4uQiS34u+uqil+MSdcN//0d/bZSPj/6Xm/gScq9UPzf9U1/cRb9jJlN0dXPWTychRd7Bi5Oc27hU/a9IVsmyFkfJ9TZb5SO7UQn6277fq994Dm9UVje8SqC+erCzxC0D8i5sYpXcRzKDDVuq8jL15/woTxcVskMwSA7CzdUNX2cr5Yq7snfPLs6dPUuvvv0BcDDp7yNTP792MYS42BjatMss3BqTeHudNWAVJpq3f5igKjVIkVyOIE99JefwpLy5mlhstLNmSTtlyRJ+8exJPp/8KvN/X4GXt0+2+MkS5wZHTd6mmqRPKpnFgH6wdCqdxB3CnuTHceFuRNaGGCTXyN3ZxKgXX2LOtzN4+KHOGeGyegDgIlHirlbCk8iIGzzV+1FWbPg3IzxrHbxF1hKVbteSkDOnGTtyKL/9vTFPeffs0IpG9Svh6eWdETY/PoLBXdvRoF7pbPGTJc+kP0+F6YYDxMX99yyJPrAC4eyB2b0MaZJz5WJKL+uG9X/RsFUHfDzTBVflavryei7r67hKEpOd8+ASEtFXG9VfpuYvu+9l4bKXS3u+c9ozrbw6pEifV5Km09kg7zuUkDgByfJwlzjrJEueb1kdOZISEzm4fw8Gg4GNp07w7VfTSExIoH2nhzh1Jd0FxM1Vv0wyJ6wgq/5zz5bjiAwvV30XLlnfqLK/fn/N1quKrJ7LOHzdhz7vfMOBdX/w7uAejP1hFcVKBhGfekM3fnc3ubaDp6RfbZTUEVlZw297/7BYLCxZvJBqNWqx4Je5jJn4Lj37P5Ntn7J++tdJ1reVvY/J2pyObgG64Yp7D03T1ggh9gJNSX9qvKRpWrYKr2maVQhxUAhRVtO0i/nJS80sUCgUBYKbuzsJCemWPBUrVib1DtwJYmOiObh3V47xPL18aNelO+fOnMx3XoWFxWLho3FDeWbsm9SoXbeoi6O4S+jdbwD79u7h2NEjd5yWl7cP3/64IN/7V6hUmVnzFnP18qVcL43YsXUTzVq1yzRQANCqXSfmzZ6Z77LI0KwWbvzzIwFdXiL9A4pttq1ZTuuHe9i9HArFnZKYkMDM/31C24bV+XzK27w7YRzr165k2szv2XfiIp/NmIWTkxNOTnLbvwcZIQR1Oz6Gd0BJzuz9N+cdChGj0civf6wlPCyUlydNYe7sr3hv4hjS8rHUS5F/hCicX+Eci/gT6Axs0jTtL72BgtsIBI4KIdYLIf689cttXmqwQKFQFAhubm4kxKcPFnj7+ND/yUGcPXM6X2nVqd+Ip4bmbjp1XGwM0ZG22sy7g+tXL5GSnEjHHv2LuiiKuwgXFxdee/1Nxo0ehVX2qS6XmM1moqLuTFTUx7cYr7z4HBfOheQYV9M0/lj0Cyk3tUpuZ9iLr3Di6GF2bNGfpZAfLCkJXF32HkYnN5yK5ywQGh0RTsiJI9Rr3sZuZVAo7EHotSv0f6wTRw8dYN7Slfz290ZWbN7FjwuW0qhJ85wTUADpAwaDP5rDhrlfcu7Q7qIuTiYaN2/JJ9NnMe2DNxk+ZiJXr1ziuf7duR56raiLprg3+RxoBRwTQvwmhOglhNCfcgTvAo8Ak2/ud+uXK9RggUKhKBASExNxcv6v3YqMiGDEc89k+kKZmBBP6NV0i0VbXy6HD+pJ2LWrucq3UfM2tO3cPZ+lLjwunT1F2YpVi7oYiruQZ597npTUFGZ9k/8v8X8vX0ZUZARTP3rvjsszb8lKylWoyKCe3Tgi0QM5emg/N8Kv8+H07/Dx9cu23dnFhYFDnuePxfmf6ZCVhLO7sKYmE/RM7s7Tjg2raNCyPY5Osv6UQlF4/LHkNw7u38u4EUPo2roRD3V/nC+//4XKVYOLumj3NMVKBtF2wHB2/mW/tsZetOv0EF/MXsAn77xG9Vp1adCkBX27tWLvzm1FXTTFPYamaZs1TXsBqADMAvoAmSyBhBDOQogxQG+gGrDt5n6bNU3bnNu81GCBQqGwO5qmcfbMaSpW/M8arZifH2s2bsu0Vnb2V1M5fuQAETfCebh5rYzwz96dwNVLFziwZwfjhvbnuZEvUzygRK7ynv/9lyz79Sc0TePw7vQHcNiViyQnJtjp6O4MTdPYuuZPvv/sbWo2VF+MFNkxGo3M/nEu0z77mHVrV+crjbUr/8LLy5sfFiy54/Lcumenz56Lu4cXk155kakfvAPAj99M5+rli+zevpXTJ47aTKdJizb8uXg+F86dveMyASRfPY5bhUYYnPTX+WZl29q/aN6xm13yVijuhH17dvHc0wPo3rktFStXYcOuI4x46ZUHVqjQ3tRq25WTOzby56zPuXTqWFEXJxN1GzZlwV+bOXPyGGtWLKXDQ4/y4rP9+Pcf+wjbKmQIDIX0K7QjSndD6AkMBxoBP2WJ8hPQkHQXhIfJw2yC27EpcKhQKBT5ITIyEiEEPr6Zfcx379rB0cOHaN21N0lJCYwYMwGD0YjRaOT3tdtJTIhn7qwZtGzfGXdPT3yL+zP2rQ/4YMJo5iz8K1d5d+z6OAajkcSkRP6c9x3V6jRk4/LfCCxTnjbdit4u7bfZ09myahnD3/iIes3UdGiFPhUrVuK1iZNYvPBX6jVrl6d9z54+ybgJk3Bxzd1LdG44cfQwXj4+uLu7E1S+Iq3bdgTAzz+A+LhYuvXoneOAXoXK1RBCcPnieYLKV7zjMgmTE5old2t+42NjOHloL2/8b84d56tQ3CkfT3kXD09PWrftwMhxE4q6OPcd7t7FqNW2K6HnzzDtxf64uHkwZcnWoi5WBgGBJfli9gI2rf2bmVM/wNvbV1fkWKGQIYRYCDQh3RHhK9K1C7KuXayuaVqtm/G/B3IW/9IhBzcEgatTdgVOmcKzbBaxXJ0bktP012RK95GEp0rsnYp5yIVgIuL11c+9nRx1wzs0KqMbHi9xHpAq4AMl3fWnQZby1ndWkKlOy9whHI3ySSM+bvrHJ3VDkFzXFIu+6rSt474aqe80celSjG54aJR+/H6N9JVs25QrLs3b113/uPOqupskUdu2ddwWg/5JNEmkmWXOCrKy3m0fI86ePUOFipUwZamHAQEBpKZUYeVff3D88H7GvDEFLIDFgsHRFS0lDQ9vX2o1aIHJIV1x2T8wiJnzlpFitrB9wxpatvtPJV7vPBUPTK8bIjmVt2akD7IOfGF8xvbL8dnXUwPsu6I/88Bs0W+jSnvL25ZKxdLv49TkJM4ePcDJ/btJjI8l0MOFNYsX8P38ZVSvVScjfqqkHYyM0xeFdJa0ByB3n8l6LW7hKHGmkKkvZ1Xuvh1ZeyRrQ2T1VtZ82bOa23JcKOj7Sf6szHzgtWvX4Ze5P+HmJH9U6y3fObhrGyUCAgiuXCnbNpkafIqkDoq09JOxc+smqlWvSet2HRk1+mUgvS/Qb8BAAKIiI3A2pdumyprUNIuRhk2a4+nmmumZJmvXulby108ISEi1cji5LiF7NvNoq3IZ4ZsP6a///XfrJirVakCiwYHE5JzFVmUOSwCusvqRx2eJ1NlAonCenkXe1M/z6npg8wik+9jnhrHlKCTLI68uCbLzlx9lfnn7JblGt2ViMhqZ9PZk+g0chLurft/EFrL7WNbOy1wPbC3/c3XM2/dE2fmQ1U1ZOEi9e6QbHgvOPlD52HffE5toZs/2zYx66jEqOokM4VVbecvuGYON+qlHgKd+H8FyW1/06f69eLp/r4y/ZTnktQ7K2hAnfSOLBwLB3ddXvkN+AAZommYBEEK0EEIM0DRt5G1xMl7sNE0z53fmklqGoFAo7E7ImTNUqJD9y2H58hVo3aYddRo0oefAZ7NtN5lM9HzyuYyBgtvDI2+Es37lciySQaqcmPHueHZsXJWvffOCxWJm9a9zmPxsT57vUIf5X0whIS4GD2/fdLG4Se9nGihQKGQ4ODrmSy376WeH8WgP+8yiGTtyKIcP7mfYyDG0btdRGm/U0Kc4ffK4zbQsFgsXzp0lIFBuW5YXqjTvzKVDO4kNz1kg7PCOzdRUM3kUdwlOTk74+BbD01Nin6mwGw2btSG4Vj3OnTlR1EVRKOyGpmmrgFpCiI+FEOeB94GslbyOECL25i8OqH3r/0KI2NzmpZYhKBQKu3NrZoGM40cOEHrlEv2H5M7hAKB4QAne/mQGUZERLP5lDkNHjc95p9sYNHoiTs4uRKRZMEh80u+E+KgIzh3YztZF3+Hr40OPoaOpUqchzq5uGXGalC5m93wV9y8OJgfM+Rgs+H3RAvz9/OjY+aE7LsPzI8dSsXKVHOPN+31FjuutE+LjSIiPJy5WfyZZXnFy86Bqy4c4ueVvGj2RffDxFpqmcWTnFjr1HWyXfBWKO+HkieNs2/oPn3/xVVEX5YGh3UOP8eHrLzH1+0WULB1U1MVRFAUiz5O/7kqEEFWAfkB/IAJYCAhN07KtV9Q0zS6dXTVYoFAo7M7pUyfp3OXhbOEpKSksXrSAtp2fyLeQk7OzMz4+xRBCMHXyazRv25mmrTvkuJ+XTzF++epTEjWoUrcJTi4uBFWrleN+OXFy50bWz5lKdNgVgmo1okXvZ3m8Vx8lVKW4Y/yKF+fatatompan+lS+QiV8vO7si+WeXTtYt2YVY157K9f7vDPxZV578z3c3PS1ElJTU/H08sIgm0OdD7wCy5IQZdsqNeHSMYwmE6Uq5DzooVAUNIsXLuDpIUPxDwgo6qI8MAx6fgzOLi4M69OFD7/8mcAOrYu6SApFfjkBbAG6a5p2BkAIMbYgM1SDBQqFwu6cPHmCkaPHZAs3mUwcOXSImi0extklf+JrLq5u9HpyCAADh76Ih5c3506f4OrlC7Ro18XmvgNeGM+1hGQO/LMGiznndcu2SE6IY+XXUzh3cCePvPgOFRu0wGhMb1LVQIHCHpQsWRInZ2fOnwuhvM6yHhn1GzbCyZS/DwqRERFcOB9CteAaeVryI4SgboNGuvvExETz+6+/8O1X/6NX/0F2XYbj6uXLtRMHbMYJ37OC9o/1U/el4q7gelgYvn5qlllh02fQ85QqU45Xhw9ATP+GTg8/UtRFUhQyMs2Se4yepM8s2CiEWAX8in0lnbKhNAsUCoVdsVqtnDl9iipVqmYK//rL6Sz9/Tc+/HRqvgcKshJQsjSubu4kJiaQmBAPwKplC0lO1hcxFEIghKBemy4EN2qZ73xjwy4x8/nuGE0OjPx2OVUat8kYKFAo7Enjxk3ZtydvAsbvvPEafXs+Svj16zlHzsKpk8dZv3Y17h4eNGnWIk/7dn30Cdw9PDL+PhdylkmvjqFF3Wrs2bWDqTPnMHZC7mcq5IZKTTpw+egezu7amE2sLSU6jOs7/yTq6BZadO1p13wVivzyyuuT+P7br4mPjy/qojxwtGjXhWlzFjNh7Ats3rC2qIujUOQZTdOWaprWF6gGbALGAgFCiK+FEJ1t7pxPcuzd6g1VyFQ5zRL14GSJCiuAg0SJWwj9cQyZE4NM2DS7i8R/xKXquxh4O+vLhXav5qcbHi9J52yU/gsLyJXzEyTOCmmSc2iWHLi3q1zy1EmillvRz103PCk1b4JyxZzlKvEOjfWPe4OXvjtEyBX9ta1LD4TphodJ1OMBukiUtUv66DtQyBw5ZMN3tgYsrZJqaEZ/Q14dGmwpOed1IPVOB16vXrmCu4cHXl5emepO54cfwdHJCbNF41KsvsuFu0R9WeYGcjY6vbPlHFSVCkFVORkeyb87t1OhZRfi9G8lrkYn8uO4fvSbPAs37/++7hRz1c/73I3MZU1NiGXVBy/Qd8hIuvbTXwNd3sdNN1zmwBKRqF9vo1L1w002LlJxF/17qbi7/n0pU01ONetXKndn+Rdr2ai9rF2TGE1IHR2cHeXj27J7Rv4lwZaydcF+fZApkOuFNmrchP27dzLgputAVvRcDN6a/CHLFs/HoLNG81ZbNO/nH/Dx8aVb98fS0zFbibgRTu0GTajXuDkpN585UQnyNvV294ukxAQebl6DjfvPkRIfzTsTxrDz3y30fWowK/7Zi39AIB7O+veYrP1ycpBf7+ZlvW7+zwvvD2fw87T32ffrdGp2G4Rv6fLs+G0Wl4/vo0KD1vScOBUvP3/d8ytTibeFzClBVgdlxyd7fsv6OWDbjUSPFLP+81t2X9hq/x2kLksySwIbBdONfm999curE8Ot2T4Vy5Wj2yOPMu3jD3j/w49tukBI85DENwr9HWT1XFYH07fp7yObtSR195C4QcUmSx7SyN8nZM8rH4mjhJ7jVPOmjfl81i+89Gw/flq2jrLlMs/a8vPQT0v2vJJfP/2yGm24neQxKek9I2tD7q07zL7cb24ImqYlAL8AvwghfIHewARgjb3zUjMLFAqFXTmtM6sAwMvLGxdn/YEZe2FycKTPqAls+WuxNE5ibDRtnx7HnJd6YzHnTTzOajHzz/RXKFmrmXSgQKGwJ+06dGT1qr9tWpxl5fixIzRu0gxN0zh0MPMU/Z9/mM3uXTuo36ARVasFcyM8nF6PdQVgwdwfmfPtl3kuo9Vq5cXBfVi2cR9pqan07taWMuUqsHH3ccZNfBf/gMA8p5kX6rfswLTFG3hq7CSO/bOC5Z+Op1y9Foz8cTOPjv+Uig2VC4Li7mHa55/y64JfmPr5Jxw7erSoi/NAUqdBE7o+3pcVSxYWdVEUijtG07RITdO+1TStfUGkr+bNKhQKu3Ll8mXKlCmbLfyXuT/g4ODIsBGjCjT/xLhYEuKipdtD9mwhISaSF2avwmjKm+lw+OmDJMdGUn/gzDstpkKRK2rVroODgwP79+2lfoOGudrn8MH9lAjwJzkpiejoKGrXqYvVakUIQdmgchQv7k+58hWAdNHBt9/7EIBRY1/Jc/nOnDpOqTJBjJv0PkcP7qV4QCA3rofRoHFTXN30Z9gUBEII6rdojyUod+dIoSgq5v38Y8b/161dTXCN6kVXmAeYLt2fYPJroxkx7vWiLoqikLhPNAsKHTVYoFAo7EpYWCgBASWyhY8cPQ6rbD2Gnbh2IQQf/xJ0e2o40TpTHDVNo3bHHoibUxO/H92TAVO+x8XDO1fpR54/jn/VehgM9rdeVCj0EELQvkMntm35J9eDBf2ffAbnm1P4bwkOvv/uW1SqUoV+AwZliuvo6Eit2nWIlywVyYk/F82jZbvONG7RhlV/LsbD04u2HR9i2aL5tO/cLV9pKhT3MxER6e4dffsNoFWbtkVbmAeY0mXLExGuv6RVoVD8h1qGoFAo7EpYWKiuJdSS3xYyYXx2hwR7svXv3zm2e5t0+z9Lfubf374DwGqx8PiEaTi5ekjjZ8VociQtKeGOy6lQ5IUmTZuxc8e/uY4/f+4PrFyxnLi4OIIrBZGYmMgLo17iiZ597F62cZOmEFShEmlpaYRevUJ4WCg7//2H4Fq17Z6XQnE/sGb9PwC8OGYc9erVL+LSPLikpqZgyuPsQsW9jRCF87vfUIMFCoXCroSFZp9ZEBYWyuO9+jDqpXEFmnfvEa+wasH3XL9ykdjIcI7v3gLA4W3rCT1/hsZdHqdh94FcO3OMhe88j2/JshiMuZ8lUKxiLSLPHS+o4isUurRu256tWzZz7erVXMWvU68BlatWw8PDgxNnL+Lq6opf8eI4O+uLX94ps6Z/wuH9u+nUrQfBtepiMBh4uLtyH1Ao9KhStSpfffMdo0YMK+qiPNBER0Xi6OScJz0YheJBRA0WKBQKu6FpGidOHKd0mTIZYefPhTDkyb4AlA0qV+BlGDrpE/xKlCIhOooLR9PF3ZIT4khLSebK2RNcPXmIEhWD6T72wzynHR92EY/A7HoMCkVB4h8QwJODBvP+u2/mKn7VatUpV648AAYdNXB78/r7UwmuVZdSZYJISkzEzd2DchUqFXi+CsW9yjODn+X0qZPExOg7PikKnirBNfHy9mH18t+LuiiKQkCQ/tJbGL/7jRw1C/RcVcwS/xCZHaAsPkBCiv42Nyf9oiXr2EQBuDrpfx20ZYvk7aQ//chVYt/mLimTzHnGzUF+elMl5yQ8Qd9aTZaWzN7PYNC3fgG5HZXMrkx2LSyS0VgXybUAuJ6UrBteOUDfttFZYpkXHqufTpykPgHsD43SDZfVkeIe+lZzXjZsKWVIbWw0/etnkVQqmZ2Q7NrdzEU/tACmSm3etJGU5GSaNU/3Z49JTMGvZFnmLV1Fwm02ijJ7vxvJ+vX/2A39DlWYnq2bdwnCky2EOZWkRKfBHLgSj0ONjtzQNMIuHyAlORlTdAoID6Ki/qtHFfz0nRo8XP673vFXThNQIRgPFwepPSJAqqSdMkju1+Ju+nUt3qy/jjwmRe7iEJuq790ta589JXZ2svqhJef9K0xSisS+TWrDK7MUld97mqTZcZDYVNk6CoPeVhv3i70s32SpOBgNTJj4Bh3btuTTD9+nabPmuLi40Kx5C127solvvkrZoHIMf+HFbNtkdsL5+bj2X/tsxM0l/ZkTduU8FSpW1rX4S5G0tfESCzVbEiel3PXv19LB+uH7w/RFTw9f1w+v5C1fnhSbqH//Bfrot2vODvqVUya2JWv/QX6dZPvInj0myTPDlm2jVZKHkDYW+sEyZ2BbFoJ5x34PuDyXS/Jcv/00CSGoFlyd1av+pnefftKk8mpxKetbyiw3Ze2jLZLT9NtzWT9cdt/LLMFB/myQHYesbsqsFk0GAxgMjH9zCu++NppHevy3REvWJ0yT2AnL8kDyTDJJrOEBbGzKEwZJ/VezKBT54X4cAFEoFEXEpx9/wMuvTsB4c2r/hLEvsGn9GhwcinZd4NFV8zm+ZiElqtWjVO3m+UojLTmRU5uXU75xBzuXTqHIGR8fH1asXs+iX+ezbMlirFYr69auITU184DZuZAQPvzkc92Bgjvh8sXzJCboD0Tdzl/LFtGwSTO75q1Q3I98Pm06r40fy66dO4q6KA8s5SpUJiEhrqiLoVDc1ajBAoVCYRfOhYRw9Mhh+vUfmBH25vuf0LhpiyIrk9VqwZyaQvkmnajQ/KF8pxMTepGlrw8kqGEbilcItmMJFYrcU6JECZYtX8mS33+jfIWK/PTD96SmprJ7105WLP8Tq9XKc0MGERYaave858ycyomjh9izYysRN8KzbU9KTGTSyy9w4shhBg8rWHtUheJ+oEnTpvQb8CRLfv+tqIvywBITHYmnV+7ckBT3OCJ9Rk9h/O431GCBQqGwCw6OjhiMxoxZBP9s3sT10NBC9VrPyqkNS9i/5FtcfYrjnEt7xKwkx0WzbNIggjv2ovWwt+xcQoUib5QrX56nn3mW9ye/zdz5C3F3d8fVzQ2zxYzBYGDtxi0ElMhuXZofNE3j1ZGDibgRzlsfTad+4+Yc2r+byxfPZYp37cpl+nRtTXJSEotWbi7Se16huJd4aezLLPhlLidPnCjqojyQbNu8ntr1GhV1MRSKu5ocNQsUCoUiNwQEBHAjPByLxYLRaCQmJoaE8CgqVala6GWxWq0kxURQpf0TWNN0dA3ywPafP6Nisy7U6jow58gKRSHwyoTXqVuzKkePvERwjRrUqFGTGjVqAjbWj+cDIQS9Bg7G28cXALPZTMu2nakSXCMjTmJiAiOe7sUjT/Rl2Ivj78uvKgpFQREYGEjb9h3Zs2cXVatVK+riPHCs+WspI8dPKupiKAoJ9XTKH2pmgUKhsAtGoxEnJ6cMdedHuj9Khy5di6Qs5w7tZuP019jx40eYnPQFz3JDyIEdXD60ncYDRtuxdArFneHt7c1rEyfx6vgxBSpYdfjgfjasWp6hQRITHcW0DzI7Mnw343PKV6yiBgoUinxiTkvDZFLf7gqbG+FhnDt7isbNWhV1URSKuxqbrZPFqhGXnF31NzZJX7lYpswvU2cFuUK3i4NEdVeSjqy7FJ0gVw2PT9M/juKe+srkMrVhWQfJz1U/HYDoZP2vnTLXAx83fXcDmbOBTDHWFnqq2iBX3TVKFH9lSscANUt46YYHSNTx15y7oRtevYT+NFepKi3g7aR/Dq/EJemGy86HLFymBAxytwKzpE4lSNTj86NcbFMNWAepsLXkJrsV/99tWyhXrjy+vj4IAVPeexf/UuV4os+AbPuYJYrsxZz1r5FV0w8v4Zp9ICApIZ5Tl0/x7OQvSU6Mx8vHgcsnDhFUoz4gP4d+bplFGFNTkvlqxlt8+tkXdOpUM1t8WTsIEJ6k7+rgI6mDDkb9a+EriZ9i1q8fAGbJhZK5lxjzWKcsEkcOkDvDJKXqlzdJoqqdJkko0IZKvKwt9HHVP4e2HAU1vSeNjXdymVp6nu/WPOzw3PMj+OH77/hj6e/07NU723aZOrhMXV3v+V2tWjDdnujHhXNn+d+Hb/H5N/P44vuFGW3ByWOHWfDTbH5fvTXTc1D2DLgWre9ikyipB86S+wLkaumydipR4lByOUb/WSzrmwAkSe4/mVOOrJ13lbj92KjmIL/1dZGdD1kbYitvs+ScS12ZJOdQk1xWW64iUkcCaXllD6y8553XMbC8xm/eoiWbNqyn/4Dcz16T9Udl/ZP8OG/I3JesknObnKp/j8mePYmS5wLI+7CytkV2GLJ3gJQ0C/v376dKjTokWwTJSf/FSzPr991l11V2f6dI2hwHk/ydyMmk3ybI8pa5l8iu64NshiCQ3wcK26iZBQqFwi4sXfI7vfv2y3hpeGHUaNp17FLo5UhOTsLRyQVXLx98A8sQFXqZncsXoGkax7atJSk+Z+VjTdP47cuPKF2xGp0e7l4IpVYo8obJZOJ/M2YyftxLhIdnFxy0By4uLtSs04ASgaV5YdwkhBAZmiQx0ZGMGtKfN977hFJlyhZI/grFg0Cffv35a/kfXLp0qaiL8kBhEAY0W/6sCkUBIoTwFkIsFkKcELuW5CAAACAASURBVEIcF0LctTZCarBAoVDYBXd3dyyW9C8F06Z+RmpqKj6+xQq9HF4+xegx8NmMv/1KlaPPhE8BOH94D+bUFMw2dAwsZjM/fTiRUwd28fTEDwq8vApFfmneoiX9BzzJyBHDCnQ5gqOTE5Wq/ucCEh4WynP9HqHLIz3o3lPuEa9QKHImICCAIUOH8dGU94q6KADcCA/n4P59/Lv1H1av/IvfFy1g9cq/Mp7v9wtHD+6lSvXaRV0MRSEiCumXS74AVmmaVg2oAxy/s6MrONQiKYVCYReqVq3G2jWrAQgMLInFYimSBmZ4z/a8O+MnMGRe8iKEoOvwiTgYBctmTCaoel3qdXg0U5y46EhmvzsOc2oqE75ZhIube2EWXaHIM2+/+x6NG9Rh29YttGzVusDzu3Q+hOFP9uCxPk8yatxrBZ6fQvEgMPblV6haMYiPP5uKu3vhPnfS0tLYuX0bG9atYcO6tZw/H0JQUHnc3N3x8PDE3d2D8+fO8v7bbzDu1depXrsOPr7FKFbMr1DLaU80TWPj6j8Z9eq7RV0UxQOIEMITaA08A6BpWipwZ2rcBYgaLFAoFHahcpWqzPxyOgD9+g8gLS2NmOTCXyA3be5yXFzduBQaK43z8NDxGI1GIq5exNXTBxd3D04f3MNXE4bTtEsPeo18FZOD/lp3heJuwsnJiWrB1QtsKcLtHDm4lzFD+zN8zAR6DRyiBA0VCjvh6+tLlSpVOXL4ME2bFdxs5L17drPq779ISUnB08uLQwcPsGnDOsqXr0iHzl346LNpNGjUBAcHh0yaBZqmsWHtambOmMrVK5cJD79O+45dGDlmPDVr1y2w8hYU2zevxWIx07B5m6IuiqIQKcRHlp8QYs9tf8/SNG3WbX9XAMKBH4QQdYC9wEuapiUUWgnzgFqGoFAo7IKPjw/Xw68DEBoaSp2a1Qp0arQeqakpHNy9DYMt9TrAycUVk6MTu/5exLlDu9E0jXmfvkXflybRb8wkNVCguGfYvWsX27dtpVixgl3ys+7vPxj1dE/emDKVXgOHFGheCsWDSFJyEq6urvZPNymJdWtW8Xj3h3iqXy8SExPx9vYhNiaGjp0eYsfeI2zYupM33ppM0+YtM3RJbkcIQYfOD/H78jVs3XuUvUdDqF23PgN6dqdbh5akpcnFxO82Lp4/y5cfv83gF8bn2FdQKPLJDU3TGt72m5VluwmoD3ytaVo9IAGYUOilzCU2ZxZogJ6RgUy52ywRCrGlPplq1t8nJ+X1rMiUP33d5Z1+N7O+6miaRAFWzxkC5KrytlRmnYxy5XzdPCSK5W6O+pfQliuA7BzK1IBl11V2jWypKbs76ZfX6KOf9+POJfTjy5w3JPUJIFZy/WRKvbK0rkTquye4OctvJ2+JSraHi/4+Lg769UN2LWwdtyaRnhamvKkp58TmTRtp2TJ9GnSJEiXYs/8wCWb9PExCv0zHI/VnA3hI6o2/S2bV4tTUFLasWU6zdl1oU1b/5en2e8OvZ2+q1arL9s3rcDHC6yOG6nQe9M+Ho0TpGOSuBzIV9USzvrNCpMQ1JdGGG0KSpFwn0vTPbZk0/c6pv5u+IrStNlUmQO4sUX2XKV7LXBISUuQOFFZNPw+D0L/vXSRlAn119/zcF7I9ZEr++bnzDAYDJgcHGjVumskBQeZCJGsrElL1z21E2FU+mTyRwwf2MuuXZdSoXS9jm7OknZJdP1mZZEr3cRLHIlukSdrIvKqD23pGy2ZUXI/Td0HxctFv/2XY6jPJFOpl95JswDavavPpiekHy+qU9J6RNF+yvqUt0iR1Kq+uPrbOuex9UuqYIYlvsOX2oGn8n73zjo+ieMP4c0ku7dJ7AmmEQEIgIaGDlBCqgAgKiqCAIKL8VFQEREFUQKULSJMqIL333pHeOwFCek9IuyRX9vcHEA3Zd8mGkJDwfvnkD+Z2d2ZnZ2bn3pt5nju3b8O3Rs1CZSSzID54OnXIJx9h3ZrVqOlfGz17f4AFKzbA2PjfMfxJ/T1UFx0nKe0/QwMFlKYqfPjJUFT3C8AHPbrgwvkL8KsTLHr80UP7sWb5Qkz/c0WhdKotA4CpUp6LEzWPs3pqjrV53SqMG/0Nvhg2EgP69RHty6RzEFHnlMOSqUwXrEefEX2JchYhrkO1Dyl3usqP4mVaDRcNIFoQhFOP/78OL3GwgENqDMOUCrt370S7Dh0L/q9UKtG/V/cyLYPKwhLDf5lV7OP/XjQbh/fuwC/fDcWwUT/wrwxMhSM4pB58fWtgz66dpXI9QRCQmpKMvTu24JO+76BrWEN4VauOLQfPFAoUMAxTOuTm5mL7tq2iv+g/Dzdv3MCO7dtw+14UNu85jN59BxQKFJQGLULbYuafy9C/15s4d/qfIp+fPXkc3wzpj0P7dpX5SsOnycrKxLgxw/HXuu34eMgXL9MXR+YVQxCEeABRCoWi5uOkMADXy7FIkrBmAcMwz01+fj6OHDqIOfMWFKQpFAp8+PGQMi3H1x+8iV4ff4H6zUKLdfy7/Qfjq4Hv4Ntx09D+dbZIZComTs4uiI2NeeZxd8PvYPOmjTA2NsH9u+HIysqEf0Bt+Nbww4l/TuBhejruh9/BlUvn4V87EN16vofx0+bBwtKqDO6CYV5Nxv34A/bu2YUFi/6CqanpM49PTEzEhfPnkZqSgnv37iIhIR61AmqjTp1ApKakID4+Drm5uVi88E+MGPkdrK2tkZbz4rYJdOnWAxaWVvh84HtYuWU/PLyqQavVYv3KvzD9tx/x0WfDMHPSOGjy82FsIr5irSxYsXg+mr7WCv4B7IDwKqLAS/cL+WcAVigUCmMA9wD0L+fykHCwgGGY52bzpo0IqhsMB4d/1ZHVajVq1S7bl3JiXBTmT/oRVb18YGVmDhs7BxgZiQ9zOdlZ+OHLQRj581SEdnhD9BiGqQhUqVIFXw39DAG166BJ02YwfLyEPjMzE+fOnMLVK5exY9sWhN+5jc5vPFrt41WtGlQWlrh5/RoO7NuD6jUD4O7pDa1Wg/nL18HUzAwAkC+x3YZhmOcnJTUFfv61EBxST/I4QRBw5fJldOvaCX5+/rC3d4CXdzXUqFETly5ewIplS2Fv7wA3NzeYmppiyGdfoP+Aj8rkHkLbtEebjm9g19YNGPTZMPxvQC9kZ2Ziwd+bMOKLQRjzyzRkZj6EvYlTmZTnaSLu38WC2dOxZtuBcsn/RaLT6QrGfKbiIAjCRQD1y7scxYGDBQzDPDd/zPwdQ78aVijtyOFD2L5zF376dWqZlUNpbIJ7t66hb4dGsLC0grnKAr0+HIJGzcMQFx2JGrUCYWFhjo0rl2D5nzMR2qELWnfsWmblY5gXwfhfJqJho8bo815PWFlaYfa8Bbh1+zbGjR2N6jVqoE5gXQz57Eu07dARMBB/7WfmytcHYBjm+Rkx8jv8Met3NG/aAP0HDMKIb7+DSqUq+Fyv12PRgj/x09jRyMrKwp+LlqL7Wz1Er1WeS/0dHJ2wa9smWFrZ4Na1K9h94jJioh4gPS0VWZkZ6NSiHo5cvFvqWyGKw7IFc/Be34Hw9vEt87xfJCO+HooF8+dgwm9T8PGn/yvv4rz08NaTksHBAoZhnouzZ84gNjYGnbv8++u8IAjo1LkLGrZoW6ZlmbZ8G/6YMAq3r17E6ImzAQDL5/+O5fN/h2tVT4TfvAqFQoEGTVti6oJVqBkQVKblY5gXgUKhwJvd3sKb3d7CX0sXY+jnQ+Dq5obVG7ag7lO/VkqJoTIMU/Z4eXtj0pTp+PLr4fhu5DcICaqF115rAYVCAQsLC1y6dBGGhobYsn03/Pz9YWpqSgo1liefDB0Bt6ru+GPKL/j482+Ql6vGV4P7wtbOHn9MmQA7OwecOn4YzUPLdl6g0+mwY8t6rNi4u0zzLQsaN22Gv5cvxfQpE3Hn9i2806s36jdsxF+KmVJFIRWFDAquJ+w4WFSwJJdQOtYQyuemSnqXCKWabEkoy+cSSyKp46V+LaHKRYmFUmrKmSIqsoC04il1Lap7O9uI72MzIRWNJRwoKEVqoriU2jCpxisxRlHiyJTCrSHl6iCzrACQRbSFh8RePktCwbokjgQUDpbi+/fMCaV2PfGQpFSFKUVqSg1bTAkeoJ/FgH4foHadOvjy628K0ubOngVzlQo9e/UVPSc5S1w1PFMt/owSsnNF0x3NxOvvwK7NGDvsE2w+fAn2jv8ue9RqNMjNTIOTi2uRcyiFeorEDPF7kIJSTaZUwKnnTY2DAJBJWFjlEX3DmOh7WkH8eGezZ++pfRqq7agIlwvqvqlxAqDHHao9SyHWFqg+CdCK1HKfN9VX9ZLq2eKf5RHjETXe5eSJv4ulqs/MhHAUIuYCaTni7h5y3Y8Auo3EZIu71VBOJDEPxcvkYkmLzV2IEbfCzs0Xz6NVdRvRdHdLcScSlZL+HcfeUvxXWR3xDlATZZJ0NSGgnKJURDuQ+4WWUqEH6Pka1TWouS2VhZR7FeUuRX0ho5ot5cDydFs+feok7obfgV6vR052NmxtbfF2z3cLCfBSYwI1HpD3LVHnct3K/tsOBEHAqhXLMH3Kb6gbUg+d3+iGMaOGY+K0mQhr217y+gCQR7zjqPkr6ZCl0WP+zMk4cXg/lqz7VwSW6kcA7QJBjUfUvNOIGOel3kgmRDun7i87V4t3u3WCnb09vH2qY+3KFRjw8acY8vmXosdLdUknS+U5QRAqxLL4kuBTK0j45e/SEQJ+Fu8EV6lUdckrCxiGKTGpqanYsW0LJk2dXii921s9oC1H3+UmLdpAEARYWReepBsplaKBAoZhGIZ5GWjYqDEaNmoMQPqHn5cZhUKBXn0+QK8+H0AvCLh86QIA4P13usOtSlVM/2M+GjZt/sLLER0ZgaXzZ2LDnqI/fFYGFAoF5i5ajjfat0RI/YaYOnMuxo39jgwWvOpUzN5U/rxkwpAMw1Qk1q5eiXbtO8LOzq4gLS42FhvWrUGVqlXLrVyCIMDWzgFTf/4WubnivzQyDMMwDPPiCQwKxrmrtxGVlIHfps7AR33fw9nTJ194vju3rEe7Tm/C2dXthedVXtja2eHv9dswe8ZU3Lp5HVEPInDj+tXyLhZTieBgAcMwJWbZ0iXo07dfoTRjE5NS94uWi7nKAit3HsOVi2dwdF/ZLDtjGIZhGIbG0NAQYW3bY/h3Y/DH9MkvPL+jB/cgrEPlt0V29/DExu37MGPqRIQ0aIQhg/qjQ2gzrPhrcXkX7eVB8WglRln8VTY4WMAwjGySk5Mx8/dpSExMQOuwNgXpsTExuHzpIgYOGlyOpXuE0tgEOVlZcHTmbQcMwzAM87LwVo93cezIQeTni2uGlAaCIODW9auoHRj8wvJ4mfCq5oNPP/8Ker0eTs4uuHzpAsaP/R63b94o76IxFRwOFjAMI5tdO7Zj/tzZmDFrTiF/35SUFFw4f64cS/YvU34aCf/AYATVb1zeRWEYhmEY5jFW1tao5uOL3Tu2vrA8Iu6FIzsrE2bmqmcfXEn4cNCniIy4hx7vvId+Az9G0+YtceTwgULHJCYm4PzZ08jLky/SXJFR4NGX3rL4q2xIChzqBUFU3ZdSDTdVEmqkEgr1lqbiy5UpdVEptXvxMtEK1pTCrZ5QASeV6CVUdOXmrSDkNyilakp9mVJOBWgHCqquqCsZEPcgpSpMPz1K4Va8TEojQmXciH7echXI0wnVcEoJ+G56Jpk31UZ8dZai6ZRStbW5eH8xJupDKm9SiZhwSfivarKFlQ2q+9ZE63YdkZv/73V8/WrD1692QRq1GsvBQtzFwIpwoKAUgqlnunXDapw/eQzrdh0torhPPW8qPTVb/JeP6Owc0XQprIjtGS4W4g4DdirxdiDl3KCAmWg65QxDjSEpavH7TsmlfwlKzhWffFgS6u5O5uL3rTIWP95AKaFYTtQJtSRQSolbL/IZ5dQB0O3Tykz8PqhxviRuJ7T6OeG4QzQdKu98wtkAAIyJ+6bqw4lwf6FykHrfU2rpTnrxPDLyxZ+fexVxRwIpFwhz4j2TRLwzLsWJjxVWxuLjgbUJvY3rUmy6aLqScApxUYn3Meo1Tbk7AYANMR5RjguUGjw1R5Cqc3W+vDmhXNcuqv0D9NyIchSi+lgOUU9SjmFkHsQYQr0TyX4vMV+jxhDKLUBq7ifGz79Nw4A+PaDXC+jctXsht4en60qr1eLksUPQaDRo1aZjkWsZGGiwae1KbN20HtlZWcjLy0VMdBS+/+lXONhaFDmeqj8AEIj5KNV2KHciM+MSOIYRYz31DnjaoURhqESjps2RkvYQ34+bjKMH92HE0E+wasVyhLZtD2NjEyycOxMWFpZw9/LGsrXb6MIwzGPYDYFhGNnY2dshNSVZ9LOPP3wfXw0fhZp+/mVcKuDenVvYvG4lVi9bhIWrtkJlIR6MYRiGYRim/GjQqAmWr92Czwf3x9hRw9CmfUcE1KkL35p+qB5QD8YmjwJ/sTFR+Kz/O4h6cB8twtoXCRZsXb8KU8d/hzpBwejT/yM4OjrBxNQUVaq6w87eoTxurVwRBAE63aNgS/PQNjh6/iYO7d+DC2dPIfJBBJas2ozDB/YiJTmxnEta9lRGPYGygIMFDMPIxs+vFm7dvAG1Wg0Tk39/yc7OzsbQr0fA08u7VPPLyclGbFQk7B0dYW1jh9xcNRLjY5GalIDEuFjEREVi784tSEyIQ+duPbFs4y74+JZ9sIJhGIZhmOIRWDcEh05ewr27d3Bg7y5cu3IJa/7+C+F3bqNJ81DUa9QUC2dPQ79Bn0NlaYnJP3+H97u1xeAvRqBBk+b4feKP2L9zC/5asxm1A+uW9+2UO3q9HufPnkbP3v0K0gwNDRHWriPC2nWEXi9AEASMHvEFPv96VPkVlKlQcLCAYRjZ2NjaonZgEI4dOYSwto+i/Hl5eWjeqC6OnLwAU1Pxpa8lZfuG1fhlzDcwNTNHTlYmjIyUcHJxg7OLK5xcXeHs4oavRv2Ixq+1KtBQkFpeyTAMwzDMy0E1H19U8/Et+P+9qFgc3rcbxw/vw0+T/kCLsPYAgK5v98aBPdvwy5hvkJ6WgpCGTbFy2yF4VXUpr6K/NBw+sBc/fT8clpZWqFUnqMjnUZEROLRvD1JSkvEwPR3NQ9uIXKVyw+sKSgYHCxiGkY0gCDA3M8eDiIiCNBMTE5w8fw3GxuL7Wp+H5q3bYdqEMTh+NRJarRZGRkZQKBTk/kyGYRiGYSomdvaO6PZOH3R7p0+hdKWxMdp37o6wDm/g1vUrqFWnLi8tf8yUX35C81ZhGDNuYhFhBI1Gg15vdkBI/UZQKo3x2/Q5MDLir4BM8eCZNsMwstmwbg1iYmPwfr8PC9LWrVmJhPi4F5JfWmoK7B0cHwUIlEqeHDAMwzDMK4qRkRECAoN5LvAf+g4cjONHDqJZsB8Wzp1Z6DOFQoHE+Dj89Nt0TJo5Hw0aNyunUpYvCkXZ/FU2OFjAMIxsVq1Yhm+//wEmJv8qj2dlZhaI6pQ2F8+eQmC9hi/k2gzDMAzDMBUNQRCg1T5yennrnd7Yc/Qs/ly2BgvnzMA/xw4XHLds4TzU9K8Nc1VRZwiGeRaSa1CMDAxELdwoq6bULHFLrcMRSWQebXycRdOzCJuvKnaEDRBh5WJC2DkCQHaeeB6U/Qt1paet2Z5AOBk9+owIPVHpWuIGKcsiynINoO2MKDtHys4og7ASk7L5srMQt4SiLIXIdMJK0tFK3DYLADSEVRplU2hC2CUdJdqzicQDD3KxFk2nLJOuJ2SIpvs7W4mmW5jSXZmylKPsfigby7z/1N+Vy5fh4x+IDLUWFo/bf78Bg4qcQ9pxEm0qLTYRKSnJ8K8VUCg9wNcLqxbNhpdDYb9kytYQoK3xqHZO+beZEzZ+jarak3knZYhbCFKWcvGZuaLpq6+Jr9TIJmzEAGBgSFXRdGrszCb6EtUvpNpaHlHnZkQ7oOxJ8wjbM2q8A+i6pSzzbImxCADyNUUbg6MVPaY+bV/1BOr+jA3lBdUeEtcBADc7catMKm9q6w5lWyr1KwllN0elWxHWr5S+iJTsiJLox05a8XeAjigT9c51JGweASAhQ7y/UtZqMelq0XQroi9J2bpVtRS3eqQs9sLTskTTszTi/cJIQb/HqHeGykS8f8dmiOedS4wTWsK2GgA8rVWi6ZaEPamzlfh4l0FYQ95Ooq2PnQlrW6oNUjaPlPWxiYTlMzX/oqxws4h5rQUxT7WUGM/JbX5Ecal5OzWGUNbpgPgYsnDuLOTr9KhVOwj1GjUtsFrUaDS4dvUGsrIy4VO9RiEHBGreR89/6PllnlY8nXLdNDAQf2dkSdjwUl3/bFxakbSEqAhsmvIdjIyUWLByS8EqC0/fADRq1hIH9+1BgyYtcOvGNcyY8gvWbj8ECzN6XKvsKAAYsGpBieANKwzDyCI1JRnqnGxUdfcsSDt/7gymTfoVy1atL/F1r1y+jNc7tIFSqYSTkzO6dO2GtLRU3LsbjtOnTuLb78aURvEZhmEYhqlgTBg7Ct3f/QAbVy9HakoyQtu+jqgH93Dh7Gk4u7hAZWEJdXY2Dpy6XN5FfeE8TEnEhA+74tMvhmPtisVYNPd37N+5FdVr+qNDl+44cfQgth88jVy1Gl98/AFG/DABXtV8yrvYTAWFgwUMw8ji+tXL8AuoXWivYEDtQEz+/Y/num5ExH0Eh9TDmg1bcPjgAezbuxsuLq5o0rQZ/pizAI5OTs9bdIZhGIZhKiA1/QMQFFIfP078HXduXsehfbvQvHVbTJ27FC5OjkhJTkLrxkVdACojp3Zvhl+9Jug/+HN4VvPBhNHf4JOhIzBr8nhkPEyHJl+D1csXY/2qZQgKaYC3nhKKfFWpjHoCZQEHCxiGkcX1q5fhHxAIQRAKAgYmJia4e+c2rKysYWYmviz6Wfj4VMf9e/dgaGiI0LA28KnuC08vLwDSy3IZhmEYhqncTJoxF+9174RmLcPg61cLvn61Cn1uaWWNrMyMQnOTysjBdX/hwJol+OTXuQCA1u06oXW7TlCrczD394kYOOQrdH7zLSxfNA+jx03Ga63CKnV9MC8eFjhkGEYWF8+dQVBwPTSuUx29u7+Owwf3AwDmzZ4JTT6tIfAsqvn4wNDQEK1bNEWndmEI9K+O8+fOllaxGYZhGIapoATUCcLrXd/G2hVLRD/ftmkdHBydIVAiApWA9OQEbP5zGob+/hc8/eoUpOv1eoz++lMEN2iMgMBgdOr6NlZu3ovmoW04UMA8NxwsYBhGFhfOnoKZuQqmZqao4VcLSxbOx4OI+xj362RYWYsLORYHU1NTnDx3CR8O+AgajQaeXt5Y9Oe8Uiw5wzAMwzAVlUbNWuDc6RNF0gVBwLTffsbcJSsLhA8rG5lpKZg94mO07PYeXDwL6w9M++UHxEZH4aeJszg4QKIos3+VDcltCFq9HikiDgeUGjalVG0joXiq0YkrklJtPTlT/JdLSgmYSgeAPFLZV/z+KEVqlam4NCx1fQDIyBW/FqWKa08ok1MK1pS6NABoCXVYuQq+VDqlKg/Qzzs7V7ztOBHuBpTbQ3y6uEo1AJgTz5VSDY9IyRZNp1TwBYkbNyZUhak2lU0oVWcQx1Nq8wCQT9Q55ZJABeVzNTokxMUiPT0dt27dRKPXWiEjMxPBDZti2/btsLaxwRvd3QqXy1i8XFQeJ/45hfE//4i6IfXw0aefIaxdR6jzdeTLT6p/U24ner28gZwa75IzxR0PANpJgFKLtjcTP753HTfRdHsJpfaULPFyUf37atxD0XQHQjXZlHimAP28tUQbpOZ0hkTbpK4PANtuxYumt/AQ768ZObQitZutuPo5BfVLli0xTkWniKvjZ+SJ929KyR8AlBnilUjVIeUGEpmSI5pexYbeVmRrLn5/dxPFVfANiX7sQLRnSn0coBXLKRcUqh9Tx0s5UFAuLzbm4s+Cms9Q44G7PV3nmYSS+kNC5d/VXLwta4g5gqnEmEop81PjsLOleN7UPGfOqQdk3u8Hibsh5BPzrFtx4u4Gfm6WoulVrMRdJgAgLUd83plLjKneTuLXohykqHcVQM91KBcbqj7i1OJzoxSJ503NLxMJNxB7C8KJhGhrRgbyrZabtAzD5PFjsH3zenTo0h0AcOncaQz9qDdSkpMQVLduIZeKSzHizlK+DuLtAKD7KzV+JeaIv3Njs8TH+THrrpJ5NwxwEU23T7mCxeNHoEmHbug++OuCOZEB9Jj6y1gc3LMdq7fuh5Xlo35iTjiUUGMOw0jBmgUMw8jCv3YgZk/7FVNmL8akn7/HwMGfoaZ/APR6PR6mp8HaxrZE192yeROGfDIIU2fNRYfXu5RyqRmGYRiGqciYm6sw6Y9FGNynO6Ii7kOAgL/mz8LI0T8iMSEBJiaVyxowKzkOp1dMRWbEVfQZ9iOCW7Qt9PmS+bOwa9smrN1+ELZ2tJ0z8whedFEyOFjAMEyxcXJxxZ9/b4SZmTkS4mKRmZEB35r+AIADe3diw+oVmL3o7xJde/3a1Rjz8y8cKGAYhmEYRpTaQSH4ecpsnDt1AinJifht5kJ0er1DeRer1NDrtEi4fRH3/9mNeyd2wr/du/j2t+kwMft3xUp85H3sW7MEsTcuIOrBfSQlxMPewbEcS81UZjhYwDBMsdm/axs+H9gb9Rs3g5OLKxo2bV6wP7BN+05ITIhHfn4+jI3Fl05KER5+B/0//l9pF5lhGIZhmEpEaLvXEdru9fIuRqmTmRSLA9O+gl6nhWf9UHSfvAnmNg6FAgWrZ07A0S1r0Krbe/jq27EwVhrDp4ZfOZa6YqAAYFAJ9QTKAg4WMAxTbC6cPYWBQ75EYEgD7N+5FV269Sz4TKPRICkhHpkZD2VHuFNTU3Hvbjh8a9Qs7SIzDMMwDMO81GTeO4etMyahTpf+qN3pA1GtpozUZBza8DcmbTwKTqdjywAAIABJREFUCxtbNPNwKIeSMq8aHCxgGKbYXLl4DgOHfIkWrduhTYfOhT6bM2My2nboXOxAwbWrVzHq22+QEB+PjIyH6PLGm8/lpsAwDMMwDFPRSDm7FYlHl6Pdl5PhGtCAPG7X3wvQoE0nWJRQG+qVRsGaBSVFMlig14srDlMqwSaEqqq/gxWZRy7hoECpP1NKnuaESrYNoSQL0GrwlGK/ilAXpWwypJS7qbqi7juPUGzW6sXTiWQAtBq2qVK8THka8WdkQPQ6KYdbyqTBRiWuuksp+edqxC9EOjRI5E3VoSOh7EvVk5R6tkYrnjmlIh3iJv4iMCHyzpVQDafyziXaGlXnOp0e1y5fRI2AuoWcPhwe11On11+HSmVRSEGZUhqfN3smJv46DqNGj0X9Bo2gUChQ088fOcR4oNURyt1EfQB0HzAzET+H6heU+rilGT18Un1faSSeB6XMT5UpLVtcnVsqb8oloYqVuPI6pYQt1c4pBWZKuV5PtEHK3UNNjEUA0KG6s2g6NSZQ4xoAJGUUrSvKXUDqM8IEBS424mOLkyCeriTaAQDkE/2b6nuUoreHvbiCexbR/gEglWiH1LiWSyi1ZxBK/gYSdU69Z6hztJQiO/GQqPeCFJQ/CjV3oOYB6dl0H6NW0RoR1iKWhBsV5VAi5bxBudJQdU45UFBjas9a4krwj/KQVyYl8Vxj0sQV6qXszmyIsdCQ6JexaeJuAZQ7ipEBXedxhMMTNXZSYxHlkJVEvBcA+r1L1VUm4fJFtU2p9xj1OChHNOod42Ih7shBubcB9HuMcnWg3K6oNmv5lPtL5oNrSDq6DIH/m4tBPVqInuNlo0JsdCSObV6JNXv+gbOzDQDazYtyy5B67zEMBa8sYBimWKz/ewkcnV1gaye+7K1aterFWhmQnpaGCT//gKOnzsPT06vQZzlSkweGYRiGYZhKxN0Nk+HV5TOY2rmSx6QmJ+HnkZ/j3X4fw9lF3FKZeTa8sqBk0D/LMQzDPGbhH1OxcPZUzFi0mjzmk4/64uSJY8+81pZN6+FfqzY8PDxLs4gMwzAMwzAVCpWrDx7snIfLswZj3P/ex/E9W6F/vLJJk5+HTUvmoHtYA3hXr4n+n35ZzqVlXkV4ZQHDMJLs3rYR03/5AZ26vYNrly5AEAR4VfMtctyKNZuKdb1WYW2xcME89Hn3bcyauwC2trz3jmEYhmGYVw+ft0cgNyUGWnUmWnoaYNOS2Zg/YRTMLSyRk5UJ39rBWLJhL7x8is67GHlIbTdiaDhYwDCMJC3DOuCPpetw4+plzJj4IxJio7Hj+BW4VnEvOGbxgnkIrBuMevUbPvN6Hh6e2HvwGEZ/OxyNQmqjRctQ1KvfEH369gcMxPdsMwzDMAzDVDYMjJQwd/YCADTv4IvXOnRFcnwMNPn5UBgYwNXdC142qvItJPNKw9sQGIaRxNTMDE2ah+JhWgr0Oh0WrN5eKFAAAF7e3nB2psWpnsbExAQTp/6Obbv2o2Voa4weNRz3790t7aIzDMMwDMNUGBQKBRxdq8LNsxpc3b3KuziVBgUAA0XZ/FU2JFcW5Ol0uJeWVSTdxVxcXTQ+S1y11dNGXGUZoBWNKRVWDaFQbE2UiXI2AEixVVLJmVJbVRK1WJLlLrT6LKF8S6h1GEo8WUrkOY1QYKZcI8wIxViqTADdiSjVdwpKK5pS0wdoJVtKkZpScqZUlu0taeeNFELBN5943pSLR24JlGwp1WTKzUIsfem8GQi/eRU7Dp2Cja1doc8SkpLgUsUdzm5Vi/Q3qrhPsvCo5ovo2Dj4+NaAr39t8nhDBaFkTskNA1CZEorGRJ1TKuAqoh1Q7QmgFYcpNXhSZZlom1oJxXKq/1F1la4Wb5tpRHpmPq2OX8VS3FnBjmjPVJ1T9SSlYE31V0rV3krCOSVZxA2BcgkBADtT8fujFPipMURDtBu9IDE+Ek2BclCgmi01HlDtHwD5EqXuj2q2lKK3lLsN9W63JMpL5U26OxGOHAD9vqJefUYKqj4IxwqJ9yE1VtgSjkLUc6WcRSRV4gmnFcqRgBoHqXEtuwSTbIHoAJTzDFV/Zsb0u0Qg+h91Lap9UG1Nqp1T16JcPMg5IenYQlc69ZyoOqccWCwIByKq3QDy+zdVVqrOqb4HAJlq8fuj3jGWxuLpMVnizhtjO/uTeVOPg+qX8dni37vcrcS/d0k9b4ah4JUFDMNIkp+fj7+XzMPo8ZOLBAoA4M6tm1i+ZJHs66alpmLKr+Mw8INeGPy/oZITB4ZhGIZhGIYpKYoy+lfZ4GABwzCSHNq7A17VfOFXq3aRz3Q6HWoH1sXY8b/JuuaWjevQuK4/IiMfYMvuA+jVp29pFZdhGKbSo9Fo8HbHVpj6y1jEx8VAkFhtxDAMwzAlhQUOGYaRJD8vDw5OzqKfzZ0xBRbmpvjks+Lb+WRlZuL7EV9jxbotqN+wUWkVk2EY5pXhxJEDiHoQgeSkRHQJbYzcXDVqBQRiw479MDLiqR3DMAxTOvAbhWEYSWzs7JGemlIk/dL5M+j30adwsLWSdb3ZM6eiectQDhQwDMOUkNs3rqPd610w+Itv0P/jz3Dj0jl8N3xogT87wzAMUxje7VoyOFjAMIwkNrZ2SE9LLZI+e/pEjJs8Cwo762JdJyUlGcsXL8Di+XOw79jp0i4mwzDMK4O7pzfmz5qKQ/t3w9xcBZVKhTkLl8PYmBbaZRiGYRi5SAYLjAwM4GBW1PecUup1sRB3JKAUrx/lQajMEulKQtE7JUtcuTsjj9LNB6pYiyt3U64HFFQgXyehtkqhIdRkKUX7kijcUp9RSscUpBIwoUIsRR6hfq4hlOupe5DatkmVisqDIjNXXA1eK6GWTmFK1Dml4E7dg1QfMyPyyCLu42lFY5WlDZISExCfpobBf/rfzzOXQ6fXI1uivzxRKF67chl+HDUM7Tt1xeqte2HnVEVWP6NU5fOI/gLQKtJUTeUSasM6I8I9QcINgcqEarfUMyIV/iXaGtk3iONNlPKcZGyJvgrQyvlU3mS/J56rtRmtGk51DkpsKJto/wAQk1FUxdpcYmm3palEuUTI1Yu3NYMSjGvUu4GqdOq9RLllSLVzKTcSMai2qSWGAin3F9JRghjPqWqyNBN/rlJjC9XYqPYsV00gN5/O+0m/bNGuCw636/JvHo8zSX7KecdEKV5P1PuebE+g331WRL9UEgr1VP82J1TlAXo8okwrqPZBzTmNieOloOqDaucGRFmpdzFAOw9QbZASCqbuW8qJgXISoKDypsY1Kcj+bUCNX+J5OFoV/Q4DAGnZ4t8ZAMCUcMaghjs7C/EAHdUOMvLo520l5T4jgr2p+P1RzhQqk1f7N+LKKD5YFrDAIcMwkrhUcYdbVQ+sWDCzUHpaSjK+6N8debm5SE5KJM+/fvUyJowdhU27D2PKrPnwFxFKZBiGYRiGYRjm5YKDBQzDSGJoaIhfZizEvGnjkJX5sCDd1t4B/xv+I65duYgfRnxBnq8wMICZmRl8fGuWarkEQcDRQ/tw4exp6HQ6HDmwB1989D7Onf6nVPNhGIZhGIZhKi4KAAaKsvmrbLza61EYhikW1y6fh3+dEKgsCosZ1gwIgqOVCUIaNCbP9fMPgMLAADevX4V/QJ3nLosgCNi/axtmTB4PQS9Ap9MhMSEOFpaW6NX3I3w5uC/atO+MnyZOe+68GIZhGIZhGOZVhVcWMAzzTPLz8mBsbEzuSdy/ezuWL5oHANi2aS0yMzOQmZmBa1cuQaFQoHuP9/DdN18gTUQoUS6b163EJ/3eQfd33od/7UC4VqmC32bMx+fffI/U5CQYGSnh7Or23PkwDMMwDMMwlQFFmf2rbHCwgGGYZ9Kuy1swMTXD+FGfISriXpHPg+s3Qu2gYADA1UsXoNVoEH7rJr79+n8IbRyIxX/OxpmTxxHo4wpBSq2tGDRp3gp+tepgxqRxcKvqjuAGjTF25FDs2roRNrZ2+PX3eRj02dfPlQfDMAzDMAzDvOrwNgSGYZ6JUqnE97/9gUk/DEP/bq1Qv0lLfPzld/D29QMA2Nk7wM7eAQDQp//HmDJhLDatWwmlUglTU1MYGBjAwdEJo3/+7bnL4uzihnU7DyM/Pw+WVo9sG//31bfPfV2GYRiGYRimEqIAiMWxzDOQDBYYKhSwEbHEkW0DJGF/ZCDT5kWlErcoofJQKeXHQ6jGRFlIGchztgFA2/RQy7wpGxTKtlHKBYg6h8qbgvqFOFfCWo16TsaExRJlRVUSy0jq/qhzKMcwwpFP0r6Qsg4i74MqK2FLKdUnqTwoS61swtZHbaLCod1bIAgCDu3ZihNH9iKs23sYM2Y8zMxVBcdN+HEU0lJTYGfvgHETpyO0TXukpaag91udsGjeH+j85tvQK8Q9pKh+r3/qYSiNTR79STR0yl6Qqg/KUujpvAuQ6GNUuai8M9XidZ6cmSeabqOi7a6o4lJWklSZSvJOpcZzqh+bEP2eapvU9aU+o8ZOqeHO215FfygCZTdHDQmUNSo1Npub0La21FihoMYWYrSQO9YC9DvAkPAYI/ueTLswgH5+VJ1Tt0G1G1PKkw/0mED1Pcr+Tk3Yx5pJPG8Lwn+Psoyk7k+uLR5Av6epPkbb/sm7PkD3MWqspfoY9Z6m7HkBut1StoPUfagJe16q7wH089MSz1urE8+DGlOl7E9NiD5AWT3aqIh3qEx7VymoeRz1/PTEPECqrVF1Tp1DLTu3sxT/viJlV0n1JaoNUmVKJuzkjSifWoaRgLchMAxTbFafeYA3PvgYAOBZ3R971y1DWH1f/Djyc5w/fQJarRa3rl9FQlwMvvnhN4S16wgDAwOoVBb4Yfxk2NjaYs7vk8v5LhiGYRiGYZhXCUUZ/VU2eBsCwzDFxtDICH2/+gGeNQKwdMpYdO37KbITo7F32wZsXbsCer0OUCgQ1uENtAjrUHCe0tgYteoE4rfps9GpdVPExcfhw8FfwMPLuxzvhmEYhmEYhmEYCg4WMAwjm1ad34aXrz+W/T4eydERGPHjRNSqE4ITR/YBAtB7wKcw+M/yxqSEePTp0QX7jp/H7iNnsGDuLLzdsQWavNYKYR06w69WbXhXrwEjE/FlewzDMAzDMAxTEhSQ3srI0PA2BIZhSoRXzQCMnv03xk6ajc1rVuDTD7pBq9Wia8/ehQIFAODiVgWbdx/BmhVL4eTsgs7deuKTL4YjqF4D7N25BZ8N7I3g6s4YN2ZEOd0NwzAMwzAMwzD/hVcWMAzzXNRv/BoWrN6Om1cvYfnCP9ChSQBcXKugqqc3GjVqjJ69+8LZxRUarQYPIu4hPz8fS+bPwqZ1K1GrdhCatQiFg6MTtm9ej46d3yzv22EYhmEYhmEqGbyuoGQ8M1ggJjBKqW9SyshmxrSyr0YrT5lWly+uwkop4lIK4ADwUC2uBkypjpKqsYTKrJSKNOWsQK2QobKmrqPOk1DXJcpFCtYSH1B55xPqswCtGkupQpPXISpKQtiXVA03ItoOpeBLKfZLPW8qD7kroijBZo1EnVNQz9vOQnwrgL2FiWj6k3YQUq8eQuotgjonB1EP7iPifjiOHtyHsKbB8PT2QRV3TxgZGaF+LW/41KiJLQfP4NK504iLiYK7vSPmLluPuvUbiKpVU6rMElUOJTFOUXWlI9SlqbcL1Z4kToGGUDqmxlTSwUDKFYDs3+LpVD+m6s9QYkylrkUpcVNtkLo9qe5C9VeqjUgJcYsJqUv1VT1xNdJBh7xBeU4FUuUqrfE8V8rlhchcAKGOT7TBkozneuKVoSDqUK7rDangDiCXULWXK+5OPbvcfCl1fPF06h2jIVwBqHmZlCsAVSXUO59yQyCfhcRrjBoL8wiHJdLlRaa7wKNyiX+mIZ4F9Y6h5j9S81SqX9LtmXJJIPo94Z4ghcqUcuQQv2+tjnoWdB5UnVPvN+pahkSdK4l3EkC/Z6g6pMYcqj1LjS3U/VFQ332cLMXnaxJZMwwJryxgGKZUMTM3Rw3/ANTwD0BYhzfwzejxuH3zOmKjI6HOycHQkWPh5u4BAPCqVr2cS8swDMMwDMMwjBgcLGAY5oWisrBEcP1GCK7fqCBNrv82wzAMwzAMw5QY3odQIljgkGEYhmEYhmEYhmGYQvDKAoZhGIZhGIZhGKbSQumGlAcKhcIQwFkAMYIgdC7v8kjBKwsYhmEYhmEYhmEYpmz4AsCN8i5EcZBeWaCQVnh/Gkol25BQQAYAPSkXKp5MKcPqCDVSKagIE6U0TtUFVSYpSnKOGJSyqZii/BNyCacEqkyUmjKl6CoVuaOcBKgzqDqnmqUxoQwL0O2Tcrmg9tVTCuBSPYW6D6q4chVrTQjleilo1Xwqc3n3AACUSQOtEk/kTKRLmUBoqXZLnUOpjBPtQ0rBmoKqc0r5mSqUlIo09fwoFXDqPqh6EiRauiExDlN5y4V6pgDd/+i86U4mdoZUl6TGPCU55hDvEuLZSY0H1GcGhAmRlhA/p8YoqfsmHRcoFXyiPsh3scT8w5Ccvch73lTXM5Bo55STANXWqD5JjQcyBdEB0C4GAtFlKBV1Q4nGRj0najwntWmIZK3kPE6ei4FsxymJOidMu8gWItdZpyQK9aTbA5GJXHcBgK4T6vZK092GgnZ5EU+nHFWk8qb7pbz2TzrVSMxbqHModyJ6Hi5OKX31qLCU0lTkuVEoFFUBdAIwHsBX5VycZ8IrCxiGYRiGYRiGYRjm+XFQKBRn//M36KnPpwMYDvKn8ZcL1ixgGIZhGIZhGIZhKi1luLAgWRCE+qJlUCg6A0gUBOGcQqFoVXZFKjm8soBhGIZhGIZhGIZhXizNALyhUCgiAKwC0FqhUCwv3yJJw8EChmEYhmEYhmEYpvKiKKM/CQRB+FYQhKqCIHgBeBfAAUEQ+pTeTZY+HCxgGIZhGIZhGIZhGKYQkpoFBgrARFn8eAKlyimFsUwVd1JFnbiMhHg2rdBKpFMuCTLFlyWh1LBJ04gSqGdTUMrdJkrxZkLlLVXnctw1ALp9UArucq8PSDg0KOS5JEhBOQbIVYmnBPipewAk+gZ5G/LKJHW0QKlby6wP0vVDorFRysVGRnJdHeQrllNVS41fVHum6kMqb0oNm2q3tIq0fNcPQeY5cscv6plKXou4bynXFrF2S47/kHI7kVcflAK/1Hgu5UYiholMpSIpxxG573xqnCLrqRQ3mAoSrkzimdMfyX3PKIgBj26zNJSzAlW39PuNcPCQqHRSaV/mfVD3YCzl+kGkU24IcscWqbZGT/3kjc/UO1eqH5GOC8Q5pKuJ3PYPwJB6VxI3UppK+4aEm4vUuC2GknzfS7n6yHOroe6beqymEt+rqH5Jl5dwMSPmXiWZI1cWHv3o/3LdvyAIhwAcKudiPBNeWcAwDMMwDMMwDMMwTCHYDYFhGIZhGIZhGIapnChKd7XaqwSvLGAYhmEYhmEYhmEYphC8soBhGIZhGIZhGIaptPDCgpLBKwsYhmEYhmEYhmEYhimE5MoCBRQwEVGjp/Z8aAhVWkn1bCqdVMMm0okPpFRmKWVtueYG1HUoxd9H5aLSiTosRccF6hS5WVC3p5WQz5arGk6pxFNIiXNTdS5XiVvK7YFCvsItgdyHV4JrkerxVDuXyILsG1SRZKoNS7UPY0ImnnLYoFwjqDYl3dbkKXTTqvnyVeJL4oQieh2Z7gklga4n8eONJDKnnCaoa0l1GbHnIeXEQH0k11FCSxRW6l1Cl4nIReYYImVYJNtRiKgPqm6pZwrQbYc6h8qbUv+nxgNAvluH3H2yJXGWoijJGCI7D9lGE/IcW4CSjcNiyJ5jgW5TtEuPvDxK4iJAjQmlOT6T/Y947+qI7wCyrw/AgOiAcudMch1pHuVNnEO9l8gyyXczosYQQ5lzYaXhi28fzKsDb0NgGKZSkJOdjQN7d+Ju+G0AQJ/3+8PVrUo5l4phGIZhGIYpd3gfQongbQgMw1RokpMSsXjeH2jVsA7WrFiKPLUaF8+dQeO6NZGenlbexWMYhmEYhmGYCgmvLGAYpsIgCAKuXbmEIwf24uSJozhx5CA0Gg3ad+qKH36ZjNs3ruHg3t24f/cOfp0yCzY2tuVdZIZhGIZhGKZcUZBboBhpOFjAMMxLi06nw83rV5GSkoKkxARMnjAW0ZEPCh3jU70Gjhzci5PHj+Ctd3rj27HjUa9hE1iYmZZTqRmGYRiGYRim4sPBAoZhXjqys7KwbNF8/LVoHoxNTJCTnY242BgAQLcevfBmj15o1iIUSqUSAJCXlwetRgOVhUV5FpthGIZhGIZ5CSlNYddXCdYsYBjmpeLalUto0aA2Ll+6gDmL/8bOgyeRm5uLb8dOwK3oNEyfuxitwtoVBAoAwMTEhAMFDMMwDFNOrFmxBDeuXS7vYjAMU8pIWycqxK3JKEsmA8pXRALKKkpu8IcqE21pInUtecdTViSKEuQtCDKtAon0kgTPKIsZuTZ3gkDHoChLGkPSg0te3loJ6x6qeVJWStRdlKStUXlQ90G5T5JuaBJ2joSDIJkHVSbKSkyqmRsRJ4k9i8gHEVi3+m8s/nMOxk+chi5vvg0AOHPqH1R1d8fQr4YVvY5EZ1USVkOy7c1Ii0kp5PVA8ugyiILL3cNXEktY2oaRsp0Vv45OIm9DA3nWiVIPUMo2T/R4mW2KdiQjriPRyWhLX+J4me25JDZfcpFrTQfQ7Va+3e6z22Z6WhoSE+KRlJwEI0ND2NrawtHRCfYODpJjUEmRqldyviHXvpCytyzJ/ZCvb5njYAnylmtfKNa1BUHA9i2bMPGXcbB3cECz11rgrZ7vwsen+qNziMkDNX99lkWuXq/Hw/R02NrZPTlB/CZAW5LLbQfU+5C6PiCvL+l0OowdORS29g54+53e+PaHcQWfUWOIlHWiXIs/2p5a3nWk8haI9qwl/bTFLyQ1VyRvW65ld2l+OagkKPBK3/5zwdsQGIYpV86fO4OZU3/DqRPH8Ub3Hvhr9SbUDa5X8LmPbw3Ex8Vh+uRfMXTYyHIsKcMwlZ201FQcO3IQp/45jssXL+DOrZvQaDVwdnaFvYMD9Dod0h+mIzkpEdlZWfD0roZOnd9Arz594VujZnkXv8Jw9244nJycYWlpWa7luH3rJkYOG4r4uDj8POE36PV6HNi3Fx3CWqCmXy2MGfsz6jVsXOLrP0xPx8Z1qxAXG4O83FykJCfh6OGDyMzMgKurG9p17IzPh42skGK8Op0OSYkJSE5KxL7dOxBcryHmLF6B0EZB6D/oU7i4upV3ERmGKQU4WMAwTLkQHRWJX34ajRPHjuCzr4Zj1vylMDdXAQDi42Lx55wZiI6KRFJiInJz1bhx7SoEQXghv+QxDPNqc+qf45jy63icP3cajRo3Q5NmzfH6913hW9MPTk7OhcadJ78Qq9Vq3LxxDRvWrkbXjm1wLTySx6di8CAiAmEtm8LayhprNm5FzZp+ZV6GY0cOYfbM33Hq5AkMGzEKgwYPKdja1r5jJ4z/bTJWrvgL/d/vhZr+tfDVNyPRpFnzYl1brVbjn2OHsWXjeuzevgWt2rSDn38AHBwc4FcrAMNHjYGHlzduXL+Kvxb+iZYNg9Bv4GB07/kuACBXnQsXVzdY29gU+34EQcCJowdx8dwZpCQnQafTwdvHF94+1eHs4go3VxfkZGfj1s3riIp8AEEQYGBgAFsHJ7i5VYWLqxscnV2Qq1bj+tVLuHn9GiLu3sH9e+FISUmGOicHubnqgvzy8vKQkpQIG1s7ODo5w9HJGT9PnA4nZxd8/L8vMaD321i6ehMcHJ1kPBWGecHw8FwiFFJLSoOC6wm7Dv1T9CTiZaiXWFJE8aK3IZRgJ0DpbUMoQd5yl169nNsQ6DzKcxsC1TzJbQgy14aXZBsCdduytyFI1HnpbUOQ38fEtiEIgoBJv/6MhXP/QL+BH+N/Q78p0BvIzs7BwnmzMGfmNPTs9T6CgkNg7+CIusEhsLEt+svLy7sNQR6v7jYEKg/xdKltCFS5KtI2BKpMUu+SV3UbAkkxiqTVapGUmAAjpRLZWVk4cugApvw6Dl+P/B7de7wLlUoleW9PvysFQUC70GbIyc5Brz4f4L0+fWFnb1+Cwj+birYNISMjA7lqNSwsLWFsbIz9+/Zg7OhR6P1+X1hZWWPcT2Pw68SpaNqsOVzdXAudr1aroVQqYWRU+HctvV4PtVoNc3NzMvMnbUoQBOTm5sLMzAwAEBUdiV9+GoujRw5h2IhR6N7jHVhYWJDPOy8vD3+vWIbfp0yEs4sLWoaGwVhpDEMjIwhQQKfTITkpEXGxMYiOikRU5AM8TE9Dnboh6NK1O97o3gPOLo/ui5pjXb92DX/OmYkDe3dBqVTC1MwMCXFxaBEahmYtW6NuvYao4VerUD08aQe5ajW2b1mPJfNnQ63OQdsOneHg5ASFQoF74XcQcS8cSYkJSEyIh6mZGWr6+cPTyxsGBobQ6bRIiE9AbEw04uNjkZaSDKWxMfz8a8O/dh1UexxscHRyhpmZOUxMTQvajbHSGI7OLoW0g568jwVBwKTxY7F8yQI0avoaagXUgU6rRVZWJtTqHGi1Oui0WuTl5yMrMwMZDx9Co9X8+3x1Omg0Guh0OpiYmMDY2AQmpiawsrKBja0tXN2q4O1e78PTq1qRvJ+mNLchUOM2vQ1BHKm5In0fcr+YUBnQp7haG58TBKG+vIwqDgGBIcLf2w+XSV51PawqVV1ysED0WvKO52DB0+l0HhwseOpKr2Cw4LvhX+Lc2dNYtHxNoWWKRw8dwNAhgxBcrz5Gjv4JPtVr/Cdv8etzsKA08uZgwdNwsODZ13n0WcUKFsTHxWLl8qVYsmAetFot9DodjJRKNH2tBbq82R2d3uhWcKycYAHw6AvsyRPHsHzpYuzcsRVt23WEp7c3XFxcUaOmH5o1bwkDiYalVqtx4tgR1PQUcXguAAAgAElEQVSvhapV3cnjXpZgQX5+Po4cPojDBw/g/LmzyM/Ph4urC6ysrJGQEI/YmBhERT6ARqOBuUqFrMxM5OXloV6DhujbbwD69h8AhUKBzZs2YPlfS3Dqn+MAAAcHR5iZmyMmJhpZmZnQarWwtLSEtbUNjI2NAYUC0VGREAQBer0e7u4eCA1rAy/vagi/cxvRUVEQBAECBKQkp+Bu+G3k5eXB2sYG7u6eiIi4h/f7fYhhI74rtAVC6nnr9AK0Wi22bt6I69euQKvRPGo/wqN3kKOTM1zd3ODmVhUeXl5wcHIRfdbUHEus/aenp2H7lo04efwYLp4/i7jYaDg5u8DWzgG2dnbIy81FWloqoiMfIKRBI/Tu+xHC2r8OQ+KFXxzNAo1GA4VCURCUkDt/fvp9HPngPs6fOY3bN69BqTSGhYUFzFUqGBk9CgApDA1hZWUNKytrKI2NC84zMDCAkZESBoaG0OTnIz8vD7m5amRmZCA9PRW3b97A2pXL8L8vh2PQkKGieT+BgwVPZ0Cf8ioEC1ZuP1ImeQV5WFaquuRggei15B3PwYKn0+k8OFjw1JVewWBBl/atMOSLr9GuY+eCtG2bN2D0yK8xZeY8hIa1E8lb/PocLCiNvDlY8DQcLHj2dR599vIFC/SCHlcuXcDBfXtx6MBe5OXmoqqHJ3Kys3H61Am88eZb6PfRYNQJrPs4D2r8lxcs+C8J8fHYtXMb4uNikRAfj7OnTyE7Owu9+nyArt3eLtA2EAQBDyLuY/OGdZj7xwxU9fBAxP17MDV99AtwVXcPeHh6wsPDC1Xd3eHo5Aw7OweYqx5t1zI0NIShoSGAsgsW5OXlYf261fjh+2/h6emNNu3ao0HDRjA1NUV8fBwyMzLg7OICtypV4e7uCTs7u4JxWqvVFlkl8AS9Xo+0tFQkJyVBrc6BW5WqcHJygiAISE9Px8P0dOTn50On18HDwxMWFhZQq9UIv3MH+/ftQWxMNKr71oC7hyeMjIyg1wuwtrZBdd8asLaxQWJCAiIi7qGaT3U4ODoWyf9ZwQIxqPmrlni5ygkWPOHJl/nMjAwkJSYgNTUZaSkpMDYxgZ2dA1zcqhRa6l+aAofPGyx41nWeR+Dwg55vwEipxLiJ0+FWxZ2DBU/DwYIicLCg5DwzWLD70Mki6dTET+qLGoXcCYrcwUjqBVCRthZS903dQknum/7iSkzCqfFRcnJJnUIEoMgvAOLpeRq5krESyuTkS0b+l2ZyMkwcT7+s5E9sSxIwE0P2ywriAYa/Fv2JA3t3YsnKDQVpnw54H17VfDDy+7Gi11GW4I1PlbdMvpjLfFHL/cJeEsgvj8Tx9JfKEnyDK6UgqNTkkvpM6hwK0cBYCYIL1HOVGzyR6nslGRNKC7ltRHbgRuIWnnyk1+sRHRWJ0ydP4OD+vTi0fy+sbWwQGtYOYW3awsrGBtGRkdDp9ejY6Q1YPGWxKvd9CEgEh4jjtXo9zp45hXWrV2HLxvXIzsmGlZU1tI9/yQ1t0xaffjYUtesEQhAE3A0Px73wO4iKikTkgwhEPV7enpKcjOTkJOSqH+0dt7C0xM59h1HTz192mYpb5Xl5eTh18gQOHzqIY0cO4/KlCwiqG4Lxv01CvfoNHp9DvBNlDttS4yA57sj8YleS8UtuUJPqkxRSc2fZfYlA7tzr8YdUoeRBzS0lf9yRnjNFRUZg3qzp2LhmJaxtbBBcvyHqNWiMeg0bo1btwIKglNwfiQplUkzk/uhJ/fAC0GM9lV5a8zsAcLMxqVRfcJ8mIDBEWLWjbIIFge4cLOBgQTnAwYLipXOwQF655FBawYKVy5Zg66b1+Hv91oK0u+G30a1jGN77oB+GfP51EWEnDhY8PxwsKD4cLCgez2ojcXGxmD97JlQqC1T3rYEGjZvC1a2K2AniPHULmRkZOHRgL27euI6Ie+G4c/sWbt+6CSsrawSH1Edom7Zo07Y9vLyrFbmU3BWApRks+O+KGEEQkJGRgYcP0wEA7u4eRd7vkpaR/zl0+dLFmDFtMvYd+Qc21tayyvSsKtdoNFi88E9M/HUc3N090Sq0NV5r0RINGzcp4mDAwYKn8+ZgQXGu8zzBgoLj9HrcC7+Nc2dO4fyZUzhz6h/EREfCy9sHnl7V4OFVDe6eXnCtUhVVqrqjSlUPWFpZFbn+rRvXcOn8WbRo3QYuLiJjlAQcLKgYcLCg5HCwoILAwYLipXOwQF655FCcYEFqagr27d6BW9evQa3Owdcjv4ejk3PB58cOH8TH/Xtj+drNCK7XoNC5cbExmDD2O+zcvgWBQcHo8uZb6PFub1hZW3OwoBTgYEHx4WBB8ZBqI1s3bcDXn3+KHr16w9TUFOG3b+PUyROYOG0Wwtp1KBCce3yCKDnqHFw8fxaXLpzD0UMHcfKfY2jUpBkCg4LhXc0H1Xyqo6ZfrULip+R2upckWFAcihssAICvPh+ClOQkLFu5VlaZpIYoQRAwaEBfREdF4ddJUxFUN1jyYhwseDpvDhYU5zqlESwoSP/P8RkZD3H/bjge3L+HiPv3EBMdiZjoKMRGRyE66gEsLK1QzccX1jY2BSKnVy9fRIPGTfHP0cOoVt0X7/b5EF269YCZufkzb4+DBRWDgMAQYXUZBQvqcLCAgwXlAQcLipfOwQJ55ZLDs4IF169ewYe930KdoGDUCQpBWloKNq1bjQ079sGneg2sW70CP343AvMWr0DT5i3Jsubk5OD4kUNYs2o5Dh/Yh+/HjseAjz4utfJysKAwHCwoCgcLiodY1jk5OVj191+YNOFnrNq4FYFBwQWfHTp4ABPH/4hrVy/Du5oPMjMzkZaagsZNXsOwkd+jbsi/c6vMjAy83qY5VBYq1A2pj0ZNmqFNu46wtLICQHfXVy1YEBUVidBmDXEvKkFWmcSy0Gq1iHwQgfE//YD79+5h++79jx0HpC/GwYKn8+ZgQXGu86KCBYWv89T/9XrExUbjbvgdZGVmQKvRAAoFWoW1h4WlJTQaDY4e2IcVSxfg9ImjqN+oKRo1aw5Xtyqws3eEvb0DHJ1dYO/gWCBiycGCigEHC0qOuNIMwzCMTIYP/QSDP/sK/QYOLkirUtUdnw3qj3Vb92DerN8xd9FyMlDwBHNzc7Tt8Dradngd9++Go2e3TrC2ssLb7/R60bfAMKXKw/R0mJmbP1JxL0X0ej1SU1KQkfEQarUauXm5BSrmpqZmcHZxhfXjL9UvCr1ejzu3b+Pq5Uu4eeMa4uPjEB8Xi7NnTiGkXgOs3bIDAbUDC53TolVrtGjVGhkPH+Ju+G1Y29jC0soKWzasQ7/ePWBnb4/mLVvj1o3rOHvmJHr26oMJk6a/0PuoqGRlZeH40cNYu3olGjRsXKxzYqKjcfrUP4h88ADZOdnIzc1FenoaoqMiEfngAR5E3Iezswvatu+AHXsOFF79wTCVAAMDA1Sp6gHXKuKOI0qlEq3bdUTrdh2RnpaKf44dxtlTJ3D9yiWkpjzSDElKiEdmxkNUr+GPqbMXorpfQBnfBVMiFCgT0ejKCAcLGIYpFXQ6XaFfBgFg4OD/4frVyxjw/jsAAENCCZvC26c65i1ajn693kKLVq3h5Oz87JMYppyJjYnGir+WYO4fv8PAwABt2nWETqvFgwf3oVJZYMLEqfCrVXiCqdPpsGXTBhzYuxtHDx9EenoazM1VUFlYoNlrLTDk8y+xcP4c7N29E/FxsTBXqWBjYwsTE1MYmzwKRmg1GqjVaiTEx8HA0BBOTs6wtLSClZUVPvjwI7zV450S3Y9Wq0VsTDRioqMQHRWF48eOYNf2rTBXqVAnsC78awWgfoNGcHZxwcy5C5/ZT62srQttQxow6FP0G/AxTp44hn+OH8X7/QdiRjGu8yqSEB+PWTOmYvnSxagTGISWoWF4570+zzzv+LEjeP+9nmjcuCm8vKtBZWEBa2sbuHt4oFPnN1Clqju8q/lAVYxl1wzzKmBja4eOXbqhY5duRT7Ly8vD9s3r8W7XdvCrVQd1guuhfsMmaNmmA+n4wTAVFcltCHVD6gl7j5wq+oHsJbbyoZb5UUuyqKVUUksJZVsNyVwqL4XcpbEyq7xEYnTlCVUf+Vp52wpKsOIYVO3KtS8sSY1T5ZW7JUTa5ou6llTJimJEWC8ZP84gtFk9TJ81H0HB9f6TtwI6nQ5vd+0IExMTxMfFYef+ozA1MxW9FtXHfh03Fju3b8XiZSsLbMeAZ/TvZ9zP05B9rLSWYkohs7AlWWJeWvVRmpBjJ5FMLfcsbcTGT7G+p9frcfP6NZw7dwb3wu/g/v17uHLpIh4+TEfbdh0x8vuxMDQ0xJ5dO6CysICXlzeuXrmMX8ePxcBBn2DosBEQBAG3b97AbxN+RlJiAnq82xutWofB2cUV2VlZyM7Owo/ff4vjx49i4EeD8e57feDu4fnvr75iOyYEAQ8fPkRSUiIyMzIQHxeL0aNGwtPLC4MGD4FarcatmzcQ+SDi0coEtRoarebfe9XpoNXqoNVoEBsbg5joKDg6OqGquwfcqlRBSP2G6NylK7yr+YjWH/n6KYt2LnO5dVlsR5S7BUJqTtH/gz64fesmRo76Hq5ubqgTGAQTExPyeAUUuHL5Mjp1CMPS5asQ2jpMMu/KTknsOEu09UqEsthuRiF3G8czPhI/XvZ2M/mZl5Y9r1Qfo+adYnmnpaXi/NkzuHThLA7v34OE+Di898EA1PQPgKe3D2zt7KHVaKDVaaFUGsPS0gpKk0fzH71eD71eD6VSWXA9ausOZbdIjZElsbp2tqrk1olBZbgNoWrl2obAwQIZcLDgxcHBguLl8TIFC/R6PfLz82Fpbob7d8PRMew1nLsaDov/KGU/aYfx8XFo3rAu6jVoBCsrK8xZuLRgv99/Ife+KoBFf87FrxN+wt5DJ+Dl5f3oeA4WvKgsKlywICMjAzOnT4ZCoYCTkzMaNGyMoOCQZ5ZBEIQimjD/HT91Oh0iIx8g4v59REdFISrqASIfPEBUZASuXL4EBwdH1G/QCNVr1ICXtw/8awXAz78WDAwMyIlqXGw0Rg4biiOHDyI/Lw8+vjUQGtYGo8eOE92yYKhQ0B71xXywubm5WP33cqxY9hfs7e1Rw88fXt7eUJmrYGpmBqVSWVAPBgYGMFIqYWRkBGdnV3h4ekl+IX0aDhYUpjSDBQf278O3w4fB0NAQ169dxap1G9Gh4+uixyYlJWHa5In4a8kiTJk2E+++1/uZeVd2OFhQ5AOJc2Tm8QoGC4DC87JzZ05i64a1uH8vHBF3w/HwYTqMjJQwMjKERqNBVlYm8vPyoH8s+vVkrLW2toWNre1j1wYPeFXzQUiDRqgTFAITU1MOFpQCAUEhwpodR8skr9pVLSpVXXKwQAYcLHhxcLCgeHmUd7DgXvhtbFi7CocP7MXN61eh02qh0WhgaGiIMT/9gsH/G/pU3v+W64fvhsPY2ATHjh5C09da4Pux44rkQfWxJ9cZ9+MYPExPw6RpMx8dz8GCF5XFSxUsOHf2DFYsX4pbN25AZWEBlcoCLUJbo88H/aFQKJCWmor2rV9D/QaN4OHlhcSEBGzZtB6jRv8Ia2sbqCxUSE1Jxf37dxFx7x5iYqKQmJCAxIR45OTkQGVhAUtLK/Tq/T6GDhuJo4f2Y9fO7bh44Tzu3LoJBwdHuHt6wt3dE1U9PODu4Ql3dw/UrhMERycn8v6o23sSJ4uJjoaTs3OhX5bEMCzFhi57Ql+ChsDBgsKUZrAAANRqNYZ9+TmOHz2KE2fOFxYhfMzKFcsx8puv8HbPd/HV18NR1b3wHm0OFsg4h4MFxcuDgwXFyjsvXwMDA4PHAWUBuWo1MjLSkZ6airjYKMRERyL89k1cPHsad27fhE/1mgioE4i69eqj85tvw8bmX/cXDhYUHw4WlBzeWMMwBOlpqdi0bhVuXL0Me0dHuLpVhZOLK6ytrWFhaQULC0vY2dvDytqm0C+TGo3mmZP/isgHPbviyqUL6PpWT4wc8zMCg0JgaWUFQwjIy8sTnbD+l/T0dHh4emH5qo0Ia9EIoWHt0Kx5C1llaNykKWbNmPo8t8FUIARBwJjvRmL92tXo++FAvN65K3JycpCZkYH5c2bhjxnT4OjoCLVaDWcXF8z+c3HBuaFhbbF3905kZ2chKzMTtrZ28Pp/e/cd30Z9/w/8dfK2ZUuWvPeKV+wMx1kkIWGFDMggZRPmj72htJS2UMosLZTVAimUVb607BVCQhLIIstxluPYSby3bFmyJQ/Zlu73h4OJYp3ik+UR5/V8PPxwIt3d53Ma5/u8733vT1ISzp+/ANExMQiPiER4RCT8/f1hNpmg1zfhlhtW4p+vvIip02di4aKLcN31NyE9czyUSqVLsyqcSnRMjNu3SWObwWDAiqUXITY2Dlt27O533BVFEe++/RaeePwxfLtuI7Kyskeop0TkyIkZYoIgwM/fH37+/giPiEJGVpbdsh3t7SgqPIiiQwexfetmPPv4H/HAw3/EjbfeOdzdPu0JOHODpIPFYAGRhA3rvsWffvcArr/lTvj5+aOosACbNqyDydQCk8mENrMJTTpdb3Xd2Dh0d3Whvq4WXV0W/PXlN3DJZVeN9C64VV1tDZZfegVW3ngLRJsNe/fsQnVVJeprqvHpRx/i4mWX4NE/P9O3fFNTI8pLjqK6qgpHjxRh/brvsGXHXmi0Wlxy6eVYv26N7GBBWkYmDuzfB31TE7QhIe7eRRpF8vfk4aknHkNTYyO27NgDrVZrdxvCJZdejv378tHZ0YGOjg4kJCbZrX/x0uW4eGn/wlSOqIN7U0C/27gFHR0dCFar3LovRO5SXVWFmppq2Gw2vPrS3xEWHo6QkFAYjQYcKS5G/p48NDU14Zs13yMjM3Oku0tEg+Dn74/JudMxddoM/Oryq3HXLdehWd800t2iMwyDBUQn+G71V9BotUgZl4aLl1+GJp0Ob73+Crq6LEhN7z3x6rJYYO3pgbe3DxJTxqGzowOVFWUQRRHBwRp0dXXh/jtugkYbgnnnzXe5L7U1VVj37TdYcfnVfXOLj6TX/v0fvP2v17B8wTkICAhATFw8omPioKuvQ0V5KV5/9UUUFR6CxdKJosOFsFg6kTIutTd1OzYWH3z0OYI1GvywYR3+93//wZvvfiC7D7Gxcbjy6mvxxJ/+gBdffX0I9pJGis1mQ9HhQqxZ/Q1Wf/0Vamuq8cBDD+Pa62+Er2//gpheXl7InTrdrX3w8vIak1lBNHZkT5iAQ8UlWLvmW+Tt3oW9+XvQ1NiEwKAgpKal4fY778b8BQsdfmeI6PRUV1ONqy5ZjPETJuLmO+8d6e6ctphY4JpT1ixY76BmgVQahyv3F8q9l2+ot+NsHVfudRtqrvRJbo0FuU04e8mlCpT1WB0/LtVXuYXRnD11YnrxudPGo6vLgs6ODphNrVAoFPD184fF0onurm54e3vDZrMiNDwCEZHRSMvMQvakKYhLSIK/nx98fHxhsXRC11CPiTm5CA2LkGxbFEV0SdyyUFJUiBuvWoaUcekoKizAjbfehayJOUhOHQeNJgQGgx4GvR4+vr5IHpcGT6kSunD8eTabTAg8oRDhiaTudfOSmA2hy2LBjp+2oqenB9bjFX+TklPg5e2Nxvo61NZUo6qqCnvz87Br5w54eHjgT088jSXLLunfV8l9+OWZwkMFWLJ4Prbv2uf0fnEpUsc8d2aZy65r4cb7rAfyGg6GS/fvnrSKKIooOXYM+/bl48D+fdiTl4e9+XnQaLSYf+ECLL54KWafPbdfsT+bkzfJKvG+unKMHOhsCKcidbyTqkEg9RY5q0Ej912VuxvO7nGV+ky5q2SOK5/ZsZBm6uwzOxb2byS5cq7ornvx3VmzwF11FE7RiGPDUcdHZhOSp4RSfxectCF1rJc677R0O65x4K6aK7U11bhk8QVYecP/w533PjigNiTPQZx0KUTpNabusz9Z1sQc8eM1w1OzIDOaNQvoDNPa0oJbbrgauoZ6xMYlYPrMWZhx1ixMmJTjsDr3lk0/4KvPP0FScgqSkschISkJMbHxCAgIANBbnOnwoYOIiIxCVPToumf3xtvuxpYf1uON9z+B1WpDd1cX2tvb4OPjC18/PwiCgC5LJ6qrKlBRegw7tm3Gv159AR6ennjp9XeRkDwO3t7eEAQBFosFVRXlaKivRWVFGSrKSlBeWoLqynI06urRqGsAAKSmZyJn6kwEBqlgMrXA3NqKTRvX4dGn/oaLl1+GggN78d/3/o1NG9eh5NgRtBiaEazRQhMSiuamRqSPz8bKG25GsEbb209fP2hDQqANCe0344DVasUbr/4dz/75j5g0ZSquWnkD0jLGw9Csh9FgQI+1B9kTJiI9M+uUcwXXVFdh25ZNKD5ciJrqatTWVqOhvh5NTY1oM5uh1YYgKjoaUVHRiIqOwdx55+DXv/kdUtPSITgJbpxK5vgszL9wId547VX84bE/u7wdGhnfr1uLp574E6qrq5CbOw0TJk7E3ffchylTpyE0NBTA8BRXJCIiGs3KSo7hyhUXOwwUkAsYbHUJMwtkrHOmZhY06BqQlSw9qJ86fSbe+fAThIb2XuVNjAxGe1sb5p57PhQKBSrKylBTXQl//wC0t7ehs7MTAHDvrx/Gw3/sHexJZRb0WK3Yt2c31nzzBfz9/XH9zXcgWKMdssyCzo4OLJgzGff+5o9Y+ivHNQccXXn/6D9v4/mn/wSTqQU2qxW+vn7o6u5CaFg4wiOiEB0bj4SkZMQnJiM2PhGhYREIDQsHBAEFB/Zi7+4d6GhvR2BQEJSBQZg4aQoysiY4aNv+/xaLBV98/CFWf/EJOjs6YOmyoLO9HU1NjWhtMSIkNBzj0tKQmTUBoWHh+PD9txEcrMUr/3oHxYWH8N//vIOG+jqo1cEI1mgBAAcP7EVNdRUWXbwMt999P5TKQBgMBrQa9SguKsTePXuwZ/dOmE0mzJozFxMmTUJ0dGxf0biQkFCo1OreKYEkLjHKvWBx4hVGo9GIpYvn474HHsLyFZdKrCGNmQWDM5jMgm+/+Rq33nwDXv7H61iydDk8PDycLd4PMwscrCOzT8wsGP2YWTB0mFkgqxHHmFlgx52ZBaUlR/DlZx+jurIS1VWVKDiwD7979AmsvOH/yWqDmQX9ZU3MET/+bpgyC6LGVmYBgwUy1jkdggWiKKKurhb1dbVQq4MREhqGoOP3u7e3t0PXUA+9vgmhYeGIjIp2eLIuiiKa9Xo0NekQEKCEWqOFv78/LBYLDh86iOLDhdDr9ThafBhff/kZTK2t+PSbdZgz9xwAQFFhAf7vvXfw+acfwWLpRFCQCoGBgdA1NKCxUYe5556P6TNnw2g0oKK8FFUV5TCbTEgel4a0jPGIio5BdVUlSkuOomD/PgQolVi0ZDmaGnVY8/UXeOVf72L2vPMlXhAnr5XE4yf/YSjYn48H77wJarUGUTGxCAxSITwiCitvug3KwCDJNP2fH+3u7kZnZwcCApR9V/YlBz8SHyqp2wqkLsg7Wr6rqwu6hjocKSrE4UMFqKoow5IVl+Gs2XMhCNKnLQpF71R07771Bt5/500oFAoEB2ug0WiQnDIOk6fkImfKVKSmZ0AQBKffe3cGC0RRxLq1a/Dr++7GgkWL8fRfnnfp/nIGCwZnMMGCf776Ml5+6QW0mc24/Mqr8bcXXnK2eD8MFjhYR2afGCwY/RgsGDoMFshqxDEGC+wMJljQZjbj6JEiFB8uxN783fj6809w6VUrkZKSiujYWKSMS0NcfILk+gwWDFzWxBzxk++2DktbGVEBY+q1ZLBAxjqjLVjQ09ODY0ePYv++fOzfuwcH9+/DoUMH4enhieiYWLS0GNGoa4DCwwOiKKKnuxuhYeEI1mjQqNOhWd+E6Jg4BCgDYLNa0dNjRUdHOxrq6+Dn74+QkDC0t7fB0KyH1WqFSh0MtToYKrUaKrUaVqsVls5OdFkssIk2eHh4wsPDA56evb8VCgVsNhusVmvfVW+IQHl5KXKnzcSsOXORkJSMuPhE+Pr59x0w62qrERuXgMTkcRiXloGklHF9+7x750+4ZeVlWLR0BXKnzcDmH9Zj509bkJqWiQsWXYzz5y9CaHiEw9droMECALB0dmLb5h/QYjTAbGrF/vzd2Ju3E797/C8478JFDk9inX3URiJY0NcvmQNXuTULhipYYLFY8OrLf0fhoQLU19WhproKHp6eeOa553HhgkWSbZ4KgwWDM5hgQV1tLVZ/8xVefvEFrLzuejz020ecLd4PgwUO1pHZJwYLRj8GC4YOgwWyGnGMwQI7rgYLvvnyUzx4922IS0hEanoG0jPG47Irr0FEZJTT9QbSBoMF/TFY4DoGC2SsMxzBAlEUUVNdhaLDheju7obVakVPTw/MJhOam/UwGppRW1ODw4WHcOxoMcIjIjFh4mRMypmCCRMnYXzWRISFh9ttr8VohEKhQGBQEARB6DvgdXZ2oqqiHO3tbfA4PsD39fXrm3u8bxvorTPQYjTAaDTAaDDA1NoKD09P+Pj4wNvbGwqFAlarFdYeK6zWnt5/H/8RbTb4+PrC29sHXj4+SMsY329uaDkFDvVNjXjt5edRXnoMc845HzNmnY3iwgKs+/Zr/Lh+LURRREhoGLQhoUhKSUXu9LMwdcYsqIKDe2+DOL4vvXUESlFbXQWFQgEvb294e/vAPyAAoeERCA2LRFh4JKJj4xCs0WLzxrX4/YN3Yu658/HMi/0r8TNY4KhfrgUL9ubvwQP33oWw8DAsu+RXiIqMRkRUFFJSxp2ylsKpMFgwOHJPUg0GA777djXee/dtHNy/D/MXLMKSpcuwZOnyfjU1fmnDMQYLHKwjs08MFox+DBYMHQYLZDXiGIMFduQGCyrKS/GXJx/Dzh0/4Z0PPkH2xMl9z8n9fjNYMHBZE3PET9cOT7AgPfIMCkDzw4IAACAASURBVBZMzskVN27tHyxw58BcLrkDeWcDGbkn9LIPUiessf2nrXjv7bdQVlqC8tJS+Pj64pE//gkhIaGoKC9DRUU5So4dRd7uXbBZrcjMyoavr2/f1foApRLBGi3UwcEIj4hEesZ4pKZnwNvX33HbLhy0PSUGg5LLyxwIAkBXj+ODqlR/pZaXGrgCIlpbW6BvbERjYwOKCg9h1/atyNu5HW1tbfDz94e/vz8Cg1SIj09EfGISYmLjetvqsqDLYoHZbIauoQ71dXWor6tFdWUFeqw9iI6Ohclkwqr3/ocJk6f0a9mVj7/UayX1ufWQiAk4G0xIPSf7j4zEHjqrVSi5zkkPd3Z2YtfOHdi6ZRO2bN6EI0eK8fs/PIYbbrrZ6YDB2WdN7smD1Bsoc/EBPOlocbnvhfy23XmiKsVqtaK4qAi7d+/Ezh3bsXP7T6iqqsSsOWdj5crrsfjiJfDx8TnldiRPhF24zciVvXZXYEUud8w08bPhCA4N9WfKlV0YjqA+B+xEgzcsF+BcCNzIDTA4C2KfqODgATz3zJP48ceNuP3Oe3DHPfdDqVTaLSN1XiYVwJB7LHK232p/jzE1wD0ZgwWuY7DA0eMSy7saLGjU6ZA7MQMP//5RTJg4CQmJyagoL8NzzzwJQQDi4xMRF5+AxKQkTJyci/iExH4nej02x4Pmbokr8mdqsMDpFVepwbHE8icem1tajKiqKEd0bBxU6mBZ23HmTAoW2Gw2VFVWorCwAEWHD6G05BiqKqtQXVWJ6uoqZI7Pwuw5Z2P2nLmYc/bcvtkznGGwYOBPuntg19HRgaNHjqDg4AHs378X+/ftxb69+QgNC0Nu7jRMn3kWps+YiezsCbKzQRgskLWSQwwWDB0GC4gG70wKFuzcsR1XXrYcv/7NI7jq2uulp65msGDIZE3MET8bpmBB2hgLFnDqxGGgUqsxJXcqmhobMWvOXABATEwsvly9rt+yrqS60tBTqdRQTZgEQP5sEmcqvV6PD957BwUHDqC4+DCOFBchSKXC+PHZyBw/Hjk5uVi6bAVi4+IQFxc/oOAADZ3u7m40NDSgproK9fX16OzoQFd3FywWC9rMZugaGtDQUI+GhnqUlpagrrYWiYlJyByfhUmTc/Dr3/wOkybnICQkZKR3hYiIaFQwGo247urL8Y/X38TCRRdJ3jJHNFoxWDAETCYTfty4Hls2/4hGXQOMRgOqKiuhUDieJoxoNGlra0N+3i67x3rrZpjR1maG2WRGV3cXvL284e3tBW9vL3h6eaGnuxsWiwVd3d2orqrE++++jUWLl2DO3Hn4f7fejrT0DKjVagDuu6eZ5Nu/bx9+2rYF5eVlKC8rQ2VlBerqatGs1yMkNBTR0TGIjIyCn58ffHx84OXtjYCAAISFhSM9MxNhYeFITExCYlKSS7NREBERnSnWrlmNSTk5WLjoopHuCvHc0yVnXLDgjddexcb16zD77Hm4ZMWliImN7XtOFEWYTCbomxrRqNOhqVEHTy8vXDB/gWQhLqD3NoM9ebuQt2sndu7cjr17dmPq9Bk457wLMG3GTKjVaqhUaiQmJQ/HLhINyrYtm3D5JUsQEBCA6JhYhISGwsvLC0plIJSBgVAGKOHl7Y2e7m50dXWhu7sL3d3d8PLy6htcBgUG4cetO5HEz/yoUFdXh80//IC33nwDFRXlWLBwMRITkzBjxlmIjY9HVFQ0wsLCBl08koiIiH5RVVWJ5ORxp16QaJQ6484Mu7u7oW9qwtHiIsyekYPQ0DB0dnaitbUFptZW+Pr6IjQ0DCGhYQgLD0NdbS0ef/T3uO2OuwBBQIuxBa2tLdDpGnCkqAhFRYXo6elBzpRc5E6dgbvvfQAzZ81BYGDg8FSrJXKz+QsW4eHfP4rvvl2N6upKVJSXITomFlNyp2LmzFmYd94FSEhI7FveWc0CGn6iKKKyogJbt2zGtq2bsW3LFuj1TZh51mzcdvtdWLJsOTMCiIiIhsHZc8/BFZcug0arxYMPPTzS3SGS7YwrcHi48BAuX7EE+wuPobu7C0ePFCNAqYQqSIXAoCB4eXnZZamIoog1q7/G/z78AP4BAVCp1AhSqRASEorU9HSkpWUgLDzCYTEpVwpDSdUsYIFDe8Nd4ND+camCOfKdDgUOOzo6UFFeht07tmPr1s3Y8P1aLL5oKf789HNQq9VumQ3BVSNV4LCnpweVx2cwKTl2DH5+vkhKTkFy8jhERkVBIfVGSXClwKHFYsHRo0dQdLgQpSXHUFpagtKSEhw7dhQAMHv22Thr9mzMnjMXmePHw+M0ug2KBQ5lreQQCxwOHRY4JBq8M6nAYU11NRbOPwdPPfMcFi1ZJrkcCxwOneyJOeJn67YNS1upEf5j6rV0a2aB9CBK/owEUts6eX7qHdu34aetW6DRhiA0NAzakBCEhYUjPiHR4a0D6RmZ8PLywo3XXok7774fU6ZOszupEsWTDwgCFixeggWLl0gedKS+3M4OhJIHMInXQ2rAJ/W4s2OXVSLAIHUklHoveqSbkOQtMYiSasPb0/EAR+7Av3cdp13r3yfHcQrpgJWztqUed9OB3tmAXerz6ejxkpJj2L8vHwUHD6CwoACdnZ0IDAqCShWEwMAgeHp4QKFQ4Ketm1FRdgwhuVOd93fIK/M7GchITmsi+0UHABw+XIhHfvsQNm74Hh4eHoiIiERyyjgkJSfDYunEfz/8ACXHjsJsMmH+hQtx2RVXYv6FC+Hr69tvWwPejZOWr6urw/PPPYP169ahqqoSCQmJSEvPQHJKCmbMPAtXXXMtkpKSER0T0+87Mhxzf0tx2wnNKB2kueuk15X3QhTc07g7Px9ytyW1vNPX1U3RIZf2T+YFk7EewJC7f+7s60hevKLBceU9kl1gWup018lxU+6hRfJ89ISHY+Ni8ebb7+HqK36F1d98heiYWGg0WgRrghESEoq5886Fj4+P9LakYv0y4+qsrUiucGtmgSsnG7KDBScMjn/74H1Y9dqruPOe+2A0tqCpUYempkbU19XBZrNh0UVLsOLSyzHzrNl2X8DW1la8985beGvVazCZWnHWrDmYNWcufnXpFdA6qeQtN1jgStV8qVXkbsulYIHktiT224XLwycHe07VhuRgk8ECO+4IFhw5Uox5s6Zh3rnnIys7G+OzshHgH4CW47fotLa0IECpxLnnXYCk5IHVIhjqYIE7r8RKMZlMeO7Zp/DeO//GI394DJdfeTX8/f3h5e3tcHm9Xo+vv/gMH/3vQxQcPIBPv/gG06bP6H1ykMGCa664DMpAJe6+9wGMS02Ft0Qf5BiNwYLTzUiegLlrkD8agwWnaMSxYQgWSG6LwYIBYbCAXOWuYIGzr73c6ZKlzrcdfQbramvx5Refo7lZD0NzM3S6BuTvyUNm5ni8/+HHkrcIys22cyVYMOYzCybliJ8PU2bBuHBmFowaU6ZOQ8Tnkdi3Nx8vvvoGklN+KSBypLgI3379Je6+/Wao1cF46i9/w4yZswAAQUFBuOue+3HXPfejqqoSP23djI0bvsdzzzyBW267C3Hx8VAqAxEYGAilMhBBKhU0Gi3UmmB4eJw+qbxEchQXHcbss+fhw48+HemujBqFhYdw2SVLMeOsWdixex8io6L6npP6m6vVanHDTTfjhptuxheff4obr7sGO/L2QalUDro/+/bl49MvvkFaevqgt0VERETu1ajToaamGj093eg+Xgi6o70dFRXlKC05hpKSY6goL0djow4tRiOCNRpUVlagUadDVHT0SHefqJ/TOrMA6L13+LVXX8KLzz+H3KnTMe/c8zHv3PMRExsHo6EZzU1NeHPVa1i/7jvs3n8YgYGBkn05XHgIb7+1CkajAWaTCWazGW1mM1pajGhu1qPFaERgUBA0Gi38/P3h4+0NH19f+Pj4wNfXF0lJKZiUk4PJOblIGZfqUmibmQX2mFlw8naGLrNg/fdrsfLKSzFxcg4umH8hrr7mOrvBsStO18wCURTx5qrX8eSfH8Ozf30BV151jazNnLh3K5ZdjBWXXoarrl456MyCc8+ehazsbLvAKAB0tLdD36xHs74Zen0TmvV6mFpb0XV8poru7m70dHfj6ef+hpXXXn9SE8wsGCxmFgxuW8wsGLq2hwMzC2i4jObMApvNhn+98U88/eTjiImJhZeXF7y9veHp5QVfH1/EJyQgOTkFiUnJiItPQHh4BDRard1FSKlzW2YWDF72pBzxi2HKLEgZY5kFp32w4GfN+mb8+MMG/LhxPX7cuB5NjToEa7QI1mig0Wih1Wrxl7+9hPCICMm+nEqPtQctxt7AQUdHByydnbB0WdBlsaCjvR1Hiouxb+8e7Nubj2Z9EyZOzsGUqdMwbfpZWLj4ogEVnGKwwB6DBSdvZ2hrFrS3t2Pblk34+KP/ouTYUfz73Q+QkJgor5MnGIpgQWtrK37321/jqy8+w4pLL8MNN92CCRMnDnwDEm+U2WxGeXkZ1n23Bu+/+zZUajVWvfkOUtPS5GwGgP37/eILf0NNTTX++vyLgw4WVFZU4I3X/gGrzWr3uK+PL7QhIX3HOm1ICAIDg+Dt7d13svL2m6uwccN6fPTZlwgODj6hCQYLBovBgsFti8GCoWt7ODBYQMNlNAcLrrvmClRVVeL1f72N1NQ06fGNkxN0BguGDoMFrjutb0M4UbBGg+UrLsXyFZfaPS41UHKFh4cHNFotNFrtKdto1uuRl7cL+Xm78cRjv8e+/Dw88ujjbusL0VDw9/fH/AULcd4F8/Hr++/BvDkzEBISigsXLERSckrv5//4gFSj0SIsPByenoM7jPz2oQcQEREJX19feHh6wtPTE15eXvDz9UOAUomAgIDe3/4B2LJlE55+8nEsWnwx1m3YjM8+/QhzZk7F6rXrMXvO2bLaff+9d/D92u9QXl6GivIymM1mxMcnYPrMmXht1VuYPmOm7IryPT09qCgvx+FDBcjPz8Pe/Hzk7d6J6264SdZ2pMTFx+OpZ59zad2HHn4ExhYjJmWl46577sP9Dz406PeOiIjoTLc3fw82b/oBxSVVbqklREOEQUSXOD1TFAR50+mJElXGnZ1vS0bwJB53NkWcXHKvKEgWMXHwWEBAAFRBKgCAqbUV+/fl2wUV5EZHPSUuHUtNp+LsbVNIvOuS0zkOcGaKvu248BbJ/ey40obcq1pu/KhJT+0pNRWisznzHD4s3Vmp/XBWlMfT0wMvvvIPvPDSK8jfk4f169Zib34emvXNaG7Wo7m5N93daDAgPj4B41LTkJqWhrSMDOTmTkNaejoUCsUpv2OiKOKVl/7e20+FAnPnnYO4uHj09PSgo7MDbWYz2tra0GY2w9xmRkJCIj7/cjUm5+QAAEpLc5CckoKZM88aeGBQAHQ6He6+41Zcd/2NuPX2OzAuNQ1hYeEDCg60tbWhqrISFRXlqKgoR2V5OUpLS3CkuAilpSUIj4hAekYmcnJyccttd+C1VW8h6vjtHK5kpQyEzWZDS0sLjAYDDEYDmhoboW9qQlNTI5qO/64oL8Phw4XoaG/H119+gauvuRYxMTFurex+pl7Nk7vf7rzSPByZIVLkZgTIvTrm7Ps41LNAuLQtqd2TeaXSKZnfS7nTsrpiJL/3Z+oxRy5XMjDkZhHL/So5W9xdGSOSV/GdnSNLZsA6Xv6rLz/HvXfdhr++8DI8vbz6zu+lzuNcycqVfj3kHRAEebM6EwEYQ5kFrvr804+xa9cOTJ48BcrAwN60Xa/etN22NjMMzc0wGg0wNDfDYDCgu7sbk3JyMGPmLCQlp0AQBJjNZhQXHUZRUSEOHTyIXTt3oODgfqSmZ2DmzFn476dfYsLESSO9q0SyKRQK5E6dhtyp0xz+Ze/s7ERJyTEcKS7C0SPF2PD993jumaegb2rClKnTkDN5CjLHZyFzfBbS0tPh4+Njt74gCGiz2PDZJx9j7XffYuPG9SguLkJgYCAsFgssFgu6u7pgsVggCAI6Oztx2803Qh0cDJVajd07d+Cd9/9PsoKwFH9/f9x5973Y9MNG/PfDD5AzJRdqdXBf2r63j0/f1YGmxkY0NNSjob4eDQ316O7uRmxsHOITEhAXn4D4+AQsv+RXSE1Lx7jUVPj7+7v8ep/MZrOhsbERNTXVqKmuRnV1FWqqqlBVVYnq6irU1dXC0NwMk8mEwMBAqIODoVYHIzQ0FFptCLQhIdBqQzBpcg6WLF2GjMzxiI2NdTitLBEREQ3cm6tew/333ImbbrkNU6fNGOnukFPCiAbXT2dOaxbkTMkVN/20a8Abc2fkUm7NAlcIEHDFpcux+usv7R7XaLUYNy4NSqUS6uBgBB8/AVepg6FQKLAnbxd2bv8JXd1d8PP1Q2OjDuNS05CekYmMzPGYNn0GcqZMhX9AgGTbUvsneQVa4kWUyixwRu79pMOTWeD48ZHMLHDn1b/TKbNAchwp494/nU6HvF07cWD/fhQeKkDhoQKUlZUiNjYO2pAQqNRqqFVqqNRqqFRqBAcHIyIiEjGxMRBFESqVGkqlEt4+PvA5PnAXRRGtLS0wGAwwGg0wGo0ICgrCueedL7nvA2E0GpG3exdMJjO6u7rQ1dXVW4ukqwuizYbQ0DCER0QgPDwC4RERCAoKkn17wi9EVFVVIW/3LuTt3oWCgwdgsVhgs9nsfqxWK5qaGlFXW4ugoCBERccgKjoaMTGxiI2N6/0dF4fIyCgEazRQqVSnnKlFbqYAMwuGzmic69qVmgVuuyrvSmaBGzMChtpwZBZILz70mQU0+jGz4OQNSa8jdb7tqE+6hgZ8/vmn2Lr5R2zdsgkpKal4+/0PERUd7dbximRdL6nzWhcOOkG+Y71mwRTxy++Hp2ZBcpjfmHotz/hgwc/a29tx8MB+bPphA1a98U+kpWUgJzcX6emZSM/IRFp6Rr/Bf1VlJbq6u5CYkOjwRN3ZgZDBgpP6xGCBndM9WPDLU788abFYUFZaCoOhGUajEUaDAcYWI1qMRhgMzaivq0N1dRWqq6tQX1cHjUaD6JhYpKamYXx2NsYfz1CIi4sbxGBdmij2Xsmvq6tDybGjKD6eLXHkSDHqamr6Dehtog0CBCgDA6FSqRAYGISgoCAEBgVBrQ5GdEwMYmPjen/i4qBvasLtt96Ew4WHMHXadOROnYYJEyfB398fCoUHFApF34+gUCBEG4LIqCj4+fm5Zf8YLBg9GCzotyHHbTNYMOiVGCwggMGC/huSXkdOsAD45XzeZrPh788/h9defQk33Xwbbr7ltkEVVXfUxskYLBi47ElTxK/WD0+wICmUwQJJp3Ow4ESdnZ3YsH4dCg8VoPjwYRw+fAhVlRXYnnfA4VRyUj1isEBGnxgssDMWgwUD8fNuW61WNDQ0oKqyEkeKi3DoeHZCQcFBtJnNGJ+VjezsCcjKnoCJkyZj6rRpAw4g2Gw2VFZU4ODBAzhUcBBlpaWorKxAZWUFaqqroVKrkZIyDqlp6UhNTcO41DRER8fA09PTbkCvUChgs9lgMptgam1Fa2srWltaYDK1orm5GTU11aiuqkR1VRUqKysAAH947HHcc+/9/YKLI1ktncGC4cdgQb8NOW6bwYJBr8RgAQEMFvTfkPQ6rgYLflZ0uBCv//MVfPbx/5A9cRLOO/8CnHveBZg4abLLRYUZLBg8Bgtcx2DBAFgsFpwzZwbuvOc+XHn1tQ624xiDBTL6xGCBnTM9WOCMXq/HoYKDOHjgAAoOHsD27dvg4+2Dhx5+BMsvWWE3EG9pacGhggIUHOxd9ucAQZBKhaysbIzPykZycgri4uMRF5eA2Lg4+Pr6yurzQIiiiO7ubvj4OK6SzGDBmYXBgn4bctw2gwWDXonBAgIYLOi/Iel1Bhss+FlnRzu2bdmMDevXYeOG9aiqrEBO7lRMmz4D06bNwJTcqQPOPGCwYPAmDGOwIPFMChZMzskVf9w28GCB1KBEarDZu457/pDJ/sJA+kTkxAOh1WrFtVddBoVCgX+/K6+QmrNx/FD/oXblZFTuoFlqHyQHunBegd/h41IbciVCI7GO3ECM5B8SJ427awpPyc24sN+y23bhpHM45t8WRRFrvl2NZ59+Eh4eHnjkD49i29YtWLvmWxw9egQZmeP7shCysrORlT0BGo1GfkNENCDu+t678ndsJGemkJ5ZZ+RG5u4adI11w/FZk+JsdqxROduJm4ICrgSe3fV9HezYwBUGgwF5u3di5/btyNu9E/l78qAMUGLylFykpWcgKTkZSUkpSEpKRkRkpF0/emw2h9uUOt+WGnc5+zyp/RkscJdTBQsEQYgF8B6ACAA2AKtEUXxpWDrnAgYLHK1zwgHhX2+8hs8+/ghffrsW3l7y5k5lsKA/BgsGh8ECaTabDc//7Tl88dmnOPe887Fg4WJMnzHD5bQ/InINgwX2GCwY/Rgs6I/BgpPWcVM2089Ni6KI0tIS7M3bjaNHj6CstARlZaUoKy1Bm9mMzKxs/PudD5CYlMRggRtMmDRF/GrDMAULQk4ZLIgEECmKYr4gCIEA9gBYJopi4bB0UKYhP4u2Wq1oNhjQ2tqC1pYWtLQY0drSitbW3n8rlUrMmn123zSEo83G9etw6NBBnDN7Rt9UZCEhodCGhCAhMRFLl61wWwEyInKdQqHAQ795GA/95uGR7goRERGRJEEQkJycguTklL7Hfg4smkwm/Oe9t7HwgnlYdskKqIM1CNZooQ0JgUZz/N/aEERHRXEq5NOQKIp1AOqO/9skCMJhANEARmWw4JSZBY8/9SyeffJxaENCkDk+G+OzspCRmQW9vgnfffsN1q5ZDbPZjFlzzsb8+Qtw7vnz4ePjg+/XrsGXn3+K9d+vhaBQQKVSIyhIhSBVUO+/VSoEBalgNDRj25bNsNlsmH32XMyYOQtTp89AVna2rJT/ocos6Orqgq6hAXp9E5oaG9HU2Ai9Xo+mpkbs35ePA/v34drrb0JSUhI0Gi00Gi2CNRpoNFoEqYMlr2oys2Bg22JmgT1mFhDRaMfMAnvMLBj9mFnQHzMLTlrHzZkFjpx8rNj0w0YcOLAPjY2NaG5uhqFZj+ZmPZqbm9Gk0yFAqcS119+Ieeech+ZmPXS6BujqG1DfUAedTgddQz08PDyQkJiMxKQkJCYmIzGp90epVNq1xcwC90kM8asA0HTCQ6tEUVzlaFlBEBIAbAaQJYpi69D3Tj6nwYLwiEjR28sLf376LwCAwoICFBb2ViUPUCqxcNHFWLjoIgRrNPhx43p8v24Ntm7eBFEUMW3GTCy/5FdYtHgJNKGhkm0oBAGiKKK8vAxbN/+InTu2I2/XTlRVViAzKxuRkZEIDQtHWFg4wsLCEBYejtCwcERERCI6JqZvMD5UwYKTnuin8FABPvzgfTQ01KO5WQ9Ds6H3t6EZLUYjApRKqFRqeHl5QaFQwMPDAx4ex6dJO/7b4/i0aRctWYb7HnxIsr9yMFgw8HUYLBhg2wwWENEAMFhgj8GC0Y/Bgv4YLDhpnREIFvzM0W0Ioihib95uvPv2m8jfk4fQsDCEhYUjPDwCocfHSuHh4ejp6UFZaSnKy0qO/+79CQwM6g0cHK+V8PQTj435YMHXG34alrYSQnwH9FoKgqAEsAnAU6Iofjb0PXON02BBbFycuG3XfqhUqgFtTCH0TjtosVjs1nGlZkFrawsKDuxHfX0dGhsboWtoQKOuoTdqptOhvrYWTU2NiImNQ2JSEpKTU5CYlIyoqGioVGqo1L3ZC6ogFYJUKvj4+Dhsx2QyoaGhHg11dWhoqIdO1wBBoYAyIAABSiUClEooA3p/+/sH9P07ICDglKk/PVYbWltaYDQaYLVaYbVa0d3djUZdA2prq1FbU4Pa2hrU1lRjT95uPPTb3+PWO+4awCt9agwWDHwdBgsG2DaDBUQ0AAwW2GOwYPRjsKA/BgtOWmeUBQsA12sW2Gw21NfVobT0GMpKS1BZUYG/PvskgwVuMpBggSAIXgC+AbBWFMUXhqVjLjrlbQg/bNvZ7/Eeq8SHUOZgzNm2PD1OfYDs7OxERXkZystKUF5aitKSY9A11KOlpeX4j/F4jYQWeHh4QKVWQ6VSIyBACYOhGQ31dfDw8EBYeATCIyJ6o3Fh4RBFG9rb2tBmNsPcZkabuQ1tbWaYzWa0t/c+3t7ejsDAQMTFJyA2LgEJiYmIi09EfEICVCo16mprjwcEqlFTc/x3dTWaGnVQqdQIj4hEeEQEIiKjEB4egZjYOFx5zXUI8Hc8bZsrUyRKkTuNn8QxalhOjKSDCI6fcDazptQrKLu7Ehty57SeklxpQnLH5W1G7nRCruAJLBENp5EcJI5GwzGAc+dA0JUpPx237cY/ZFJcCfZLkD31sRSXXnPHpHZP7kUiwH3nFa5Ns+2Y3KCHZNF3p9XPpZ+Ssy3JaS+dNK1Veo75YME3G4cnWBCvdR4sEHojUu8CaBZF8b5h6dQgnNZlwn19fZGWnoG09Ax4OhmoiaKIjo4OtBiNaG1tgclkQrBGg5Cw8H737ADSkboTv2M2mw1GoxGVFeUoLSlFRUUZiosOY913q9Ha2oLIyGhERccgOiYGU6ZOR3RMDKKjYxAWHgFvb+9ROc82ERERERERDZlZAFYCOCgIwr7jjz0iiuK3I9gnSad1sGCgBEGAv78//P39ERkV1fe4s9sjTkWhUECj0UCj0SBrwmSJdl3ePBEREREREbnBaBmWiaK4FaOnO6fE+TaIiIiIiIiIyM4ZkVlAREREREREZyCBGd+uYmYBEREREREREdk5ZWaBo9v6paq+d1sdl80XnBQf9PZ0HK+Qiv5IVf7skmjbWdHRHol1vDwc90lqvyVrH7hQ8LTHKrG8zOrBzqZ4kVrH2uP4camZKTwE+bEmyekIJTYld9aDHhdmjZAqjin1fosuRCalPiOSbUjshk1i9hCFCzMx2CReK0+JceyrlwAABL1JREFUN8PZ9E5ySW5KqmqyvMUByH9t5X7HXKnkPBzTuo1k5Hyop2kbrtdDbjtSx7WBzOozkHadVc+W24ZcrlTHlzpWjOQUglJGYZdcIvdcQOq9GI7jmuT2nR3R3TSrjxRnf0Olvn+S54RS5zkSnXV6vibxuOR3T2L2KslZEpy8flbJmc8kPjuS53GOOTunkCo0LvcUT+5754z0a+64DZsLH07Z5y0Sy1skBhNS53dnjjFywB9mZ/qnhoiIiIiIiIhOwpoFRERERERENCYJGDuZZMONmQVEREREREREZIeZBURERERERDRmMbHANcwsICIiIiIiIiI7TjML9u3ds0cTwOQDIiIiIiKiMapppDsw1FizwDVOIwGiKOYOV0eIiIiIiIiIaHTgbQhEREREREREZIf3GBAREREREdGYJbDEoUuYWUBEREREREREdphZQERERERERGMXEwtcwswCIiIiIiIiIrLDzAIiIiIiIiIas5hY4BpmFhARERERERGRHWYWEBERERER0ZgkCL0/JB8zC4iIiIiIiIjIDjMLiIiIiIiIaMwSWLXAJcwsICIiIiIiIiI7zCwgIiIiIiKisYuJBS5hZgERERERERER2WFmAREREREREY1ZTCxwDTMLiIiIiIiIiMgOMwuIiIiIiIhozBKYWuASZhYQERERERERkR0GC4iIiIiIiIjIDm9DICIiIiIiojFKgMAShy5hZgERERERERER2WFmAREREREREY1JAljg0FXMLCAiIiIiIiIiOwwWEBEREREREZEdBguIiIiIiIiIyA5rFhAREREREdGYxZoFrmFmARERERERERHZYWYBERERERERjVkCmFrgCmYWEBEREREREZEdZhYQERERERHR2CSwZoGrmFlARERERERERHaYWUBERERERERjknD8h+RjZgERERERERER2WFmAREREREREY1dTC1wCTMLiIiIiIiIiMgOgwVEREREREREZIe3IRAREREREdGYJfA+BJcws4CIiIiIiIiI7DCzgIiIiIiIiMYsgYkFLmFmARERERERERHZYWYBERERERERjVlMLHANMwuIiIiIiIiIyA4zC4iIiIiIiGjsYmqBS5hZQERERERERER2mFlAREREREREY5bA1AKXMLOAiIiIiIiIaBgIgrBAEIRiQRCOCYLw8Ej3xxlmFhAREREREdGYJAAQRkligSAIHgD+AeACANUAdguC8JUoioUj2zPHmFlARERERERENPSmATgmimKpKIpdAP4LYOkI90kSMwuIiIiIiIhoTMrP37PWz0sIGabmfAVByDvh/6tEUVx1wv+jAVSd8P9qANOHpWcuYLCAiIiIiIiIxiRRFBeMdB9O4OiGCHHYezFAvA2BiIiIiIiIaOhVA4g94f8xAGpHqC+nxGABERERERER0dDbDWCcIAiJgiB4A7gCwFcj3CdJvA2BiIiIiIiIaIiJotgjCMJdANYC8ADwb1EUD41wtyQJojhqb5EgIiIiIiIiohHA2xCIiIiIiIiIyA6DBURERERERERkh8ECIiIiIiIiIrLDYAERERERERER2WGwgIiIiIiIiIjsMFhARERERERERHYYLCAiIiIiIiIiO/8fjfpR5jR1gfsAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1440x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "_, ax = make_figure()\n",
    "grid = area.isel(time=0).precip\n",
    "grid.plot(ax=ax, transform=ccrs.PlateCarree(), cmap = \"Blues\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "fig, ax = make_figure()\n",
    "\n",
    "frames = area.time.size                      # Number of frames\n",
    "min_value = float(area.precip.min().values)  # Lowest value\n",
    "max_value = float(area.precip.max().values)  # Highest value\n",
    "\n",
    "def draw(frame, add_colorbar):\n",
    "    grid = area.isel(time=frame).precip\n",
    "    contour = grid.plot(ax=ax, transform=ccrs.PlateCarree(),add_colorbar=add_colorbar, vmin=min_value, vmax=max_value , cmap = \"Blues\")\n",
    "    title = \"Time - \" + str(grid.time.values)\n",
    "    ax.set_title(title)\n",
    "    return contour\n",
    "\n",
    "\n",
    "def init():\n",
    "    return draw(0, add_colorbar=True)\n",
    "\n",
    "\n",
    "def animate(frame):\n",
    "    return draw(frame, add_colorbar=False)\n",
    "\n",
    "\n",
    "ani = animation.FuncAnimation(fig, animate, frames, interval=0.01, blit=False,init_func=init, repeat=False)\n",
    "plt.close(fig)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    " ani.save('precip.mp4', writer=animation.FFMpegWriter(fps=5))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
